sci.math

• Date Index

---

• what are all the integer numbers n so that 500|7-11n ?, polymedes
  • Re: what are all the integer numbers n so that 500|7-11n ?, Amateur
• Retruning to equilibrium - dynamical system, Gianni
• Help on a proof related to the boundary of a star-shaped set, Yajun Wang
  • Re: Help on a proof related to the boundary of a star-shaped set, William Elliot
    • Re: Help on a proof related to the boundary of a star-shaped set, Yajun Wang
• OT: Question about Prime Obsession, Schizoid Man
• exit time for random walk problem, vysotin
  • Re: exit time for random walk problem, Jules
• Is there a possibility to have more than one ZERO vector in a space!?, m7ossny
  • Re: Is there a possibility to have more than one ZERO vector in a space!?, Daniel W. Johnson
    • Re: Is there a possibility to have more than one ZERO vector in a space!?, m7ossny
      • Re: Is there a possibility to have more than one ZERO vector in a space!?, José Carlos Santos
  • Re: Is there a possibility to have more than one ZERO vector in a space!?, Virgil
    • Re: Is there a possibility to have more than one ZERO vector in a space!?, m7ossny
      • Re: Is there a possibility to have more than one ZERO vector in a space!?, Proginoskes
• existence of smooth function, craig
  • Re: existence of smooth function, The World Wide Wade
    • Re: existence of smooth function, smn
• Normalizer question, practice
  • Re: Normalizer question, Tonico
• Root-Solving History. Newton. Halley. Householder. Bernoulli, arithmonic
• complex cube roots, barr
  • Re: complex cube roots, kilian heckrodt
  • Re: complex cube roots, Geoff Harland
    • Re: complex cube roots, barr
  • Re: complex cube roots, G. A. Edgar
• Mathematical object for a definition of L&R ?, bluelabel
• Optimization problem, amitsoni.1984@xxxxxxxxx
  • Re: Optimization problem, Daniel Mayost
  • Re: Optimization problem, Robert Israel
• Re: Quaternions (four-dimensional numbers)-Supplement, Michael Orion
  • Re: Quaternions (four-dimensional numbers)-Supplement-, JEMebius
• A New Floating Point Arithmetic with Error Tracking, chengpu
• Diophantine question., steiner@xxxxxxxxxxxxx
  • Re: Diophantine question., Daniel Mayost
  • Re: Diophantine question., Rupert
  • Re: Diophantine question., sttscitrans
• semisimple rings, Thunder
  • Re: semisimple rings, Jannick Asmus
  • Re: semisimple rings, Arturo Magidin
• inverse laplace of periodic function, Dejfson
• the theorem that won World War II, gmarkowsky
  • Re: the theorem that won World War II, Randy Poe
    • Re: the theorem that won World War II, David Bernier
  • Re: the theorem that won World War II, A N Niel
    • Re: the theorem that won World War II, icahit
      • Re: the theorem that won World War II, Proginoskes
      • Re: the theorem that won World War II, David Bernier
      • Re: the theorem that won World War II, Bob Kolker
      • Re: the theorem that won World War II, Phil Carmody
      • Re: the theorem that won World War II, icahit
      • Re: the theorem that won World War II, Bob Kolker
    • Re: the theorem that won World War II, Bob Kolker
      • Re: the theorem that won World War II, MoeBlee
      • Re: the theorem that won World War II, MoeBlee
      • Re: the theorem that won World War II, Bob Kolker
  • JSH: Re: the theorem that won World War II, Proginoskes
  • Re: the theorem that won World War II, John Coleman
• Multigraph edges, MoeBlee
  • Re: Multigraph edges, Arturo Magidin
• Quantifiers (Universal and existential), cg18293
  • Re: Quantifiers (Universal and existential), cg18293
  • Re: Quantifiers (Universal and existential), Arturo Magidin
  • Re: Quantifiers (Universal and existential), A N Niel
• Re: Partial Differential Equations, Dave L. Renfro
  • Message not available
    • Re: Partial Differential Equations, Dave L. Renfro
      • Re: Partial Differential Equations, Dave L. Renfro
  • <Possible follow-ups>
  • Re: Partial Differential Equations, David Bernier
  • Re: Partial Differential Equations, Torsten Hennig
• hilbert transform: weak (1,1), Fedor
  • Re: hilbert transform: weak (1,1), Daniel Grubb
  • Re: hilbert transform: weak (1,1), David C. Ullrich
    • Re: hilbert transform: weak (1,1), Fedor
• sides and angles in a triangle, Narasimham
  • Re: sides and angles in a triangle, Randy Poe
    • Re: sides and angles in a triangle, Ignacio Larrosa Cañestro
      • Re: sides and angles in a triangle, Narasimham
• Difference equation, Konstantin Miller
• How to define the a priori probability density for this problem?, Jamaica
  • Re: How to define the a priori probability density for this problem?, David Marcus
    • Re: How to define the a priori probability density for this problem?, Jamaica
• Latex, Lord Protector
  • Re: Latex, José Carlos Santos
  • Re: Latex, Konstantin Miller
    • Re: Latex, David Marcus
    • Re: Latex, Espanolor
• Q on norm of bounded linear map, Gonçalo Rodrigues
  • Re: Q on norm of bounded linear map, José Carlos Santos
  • Re: Q on norm of bounded linear map, Robert Israel
• A Better Understanding of rot(V) = 0, Christian Reinbothe
• test, test
  • Re: test, guenther vonKnakspot
  • Re: test, Proginoskes
    • Re: test, bill
      • Re: test, Proginoskes
  • Re: test, bill
    • Re: test, Noehl
    • Re: test, Proginoskes
• " Is g(x,y) = (ln(x)^2+2*ln(x)-y*ln(x)+5 -3*y)/ (ln(x) - y -1 ) cyclic ? ", alainverghote@xxxxxxxx
  • Re: " Is g(x,y) = (ln(x)^2+2*ln(x)-y*ln(x)+5 -3*y)/ (ln(x) - y -1 ) cyclic ? ", Robert Israel
    • Re: " Is g(x,y) = (ln(x)^2+2*ln(x)-y*ln(x)+5 -3*y)/ (ln(x) - y -1 ) cyclic ? ", alainverghote@xxxxxxxx
• Do reals really have to be genuine numbers?, Eckard Blumschein
  • Re: Do reals really have to be genuine numbers?, José Carlos Santos
  • Re: Do reals really have to be genuine numbers?, abe . buckingham
  • Re: Do reals really have to be genuine numbers?, David C. Ullrich
  • Re: Do reals really have to be genuine numbers?, The Ghost In The Machine
• desperate ??, flyawayteeks
• Is this concave ??, Darth
  • Re: Is this concave ??, David C . Ullrich
    • Re: Is this concave ??, Noehl
      • Re: Is this concave ??, Darth
      • Re: Is this concave ??, Darth
      • Re: Is this concave ??, Duncan Muirhead
      • Re: Is this concave ??, Noehl
      • Re: Is this concave ??, Noehl
      • Re: Is this concave ??, Noehl
  • Re: Is this concave ??, diablo
    • Re: Is this concave ??, David C. Ullrich
• New mathematics/physical sciences positions at http://jobs.phds.org, October 30, 2006, PhDs . org Webmaster
• testing fitted parameters in ARMA models, pauldepstein
• exponential growth equation, marcel kerf
  • Re: exponential growth equation, Rod
  • Re: exponential growth equation, G. A. Edgar
  • Re: exponential growth equation, Noehl
• Module endomorphism, Jacques Willekens
  • Re: Module endomorphism, Jannick Asmus
• Notation test, Quinn Tyler Jackson
  • Notation test 2, Quinn Tyler Jackson
• Convergence tests for series, Geoff Tims
  • Re: Convergence tests for series, Dave L. Renfro
    • Re: Convergence tests for series, Dave L. Renfro
  • Re: Convergence tests for series, G. A. Edgar
• Calculator software, kmwebuser
  • Re: Calculator software, Sherlock Holmes
• Sign charts and the first derivative test, Dave L. Renfro
• second partial derivatives commute (Clairaut's Thm.), G Patel
  • Re: second partial derivatives commute (Clairaut's Thm.), Robert Israel
    • Re: second partial derivatives commute (Clairaut's Thm.), smn
      • Re: second partial derivatives commute (Clairaut's Thm.), G Patel
      • Re: second partial derivatives commute (Clairaut's Thm.), smn
      • Re: second partial derivatives commute (Clairaut's Thm.), G Patel
      • Re: second partial derivatives commute (Clairaut's Thm.), smn
    • Re: second partial derivatives commute (Clairaut's Thm.), Dave L. Renfro
• positive semidefinite matrix, dince24
  • Re: positive semidefinite matrix, Robert Israel
• Re: To simplify a product of 16 sines in 5 variables, Thomas Mautsch
  • Re: To simplify a product of 16 sines in 5 variables, David M Einstein
  • <Possible follow-ups>
  • Re: To simplify a product of 16 sines in 5 variables, Thomas Mautsch
• Re: a maximal subgroup, Arturo Magidin
• Whose Security blanket, HARRIS?, gagrol
  • Re: Whose Security blanket, HARRIS?, miguel
• cosx positive definite, dince24
  • Re: cosx positive definite, Igor
    • Re: cosx positive definite, David C . Ullrich
  • Re: cosx positive definite, Stephen Montgomery-Smith
  • Re: cosx positive definite, Robert Israel
• linear functionals 2, rod2
  • Re: linear functionals 2, Jules
  • Re: linear functionals 2, José Carlos Santos
• linear functionals 1, rod2
  • Re: linear functionals 1, José Carlos Santos
• FLTMA: Finitely Generated Abelian Groups, The Dougster
  • Re: FLTMA: Finitely Generated Abelian Groups, The Dougster
    • Re: FLTMA: Finitely Generated Abelian Groups, The Dougster
• Examples of domains/problems in permutation, sowhat82
  • Re: Examples of domains/problems in permutation, Hero
• photos, chat...sex, hot_lolla
• union of non-measurable sets, eugene
  • Re: union of non-measurable sets, Daniel Mayost
• Solving quartic equation x^4 = c, js7779
  • Re: Solving quartic equation x^4 = c, Daniel Mayost
  • Re: Solving quartic equation x^4 = c, Badger
    • Re: Solving quartic equation x^4 = c, Badger
      • Re: Solving quartic equation x^4 = c, js7779
  • Re: Solving quartic equation x^4 = c, Peacenik
• Do you know the name of this derivative rule?, Kevin
  • Re: Do you know the name of this derivative rule?, Kevin
  • Re: Do you know the name of this derivative rule?, karl
• Re: Essentials of non-polynomial factorization, Jesse F. Hughes
  • Re: JSH: Essentials of non-polynomial factorization, Tim Peters
  • Re: Essentials of non-polynomial factorization, jstevh
    • Re: Essentials of non-polynomial factorization, Rupert
    • Re: Essentials of non-polynomial factorization, Jesse F. Hughes
• get the collision point of a circle and a line, nisse . bergman
  • Re: get the collision point of a circle and a line, mathman
    • Re: get the collision point of a circle and a line, dl
      • Re: get the collision point of a circle and a line, dl
      • Re: get the collision point of a circle and a line, Michael Harrington
      • Re: get the collision point of a circle and a line, dl
  • Re: get the collision point of a circle and a line, Michael Harrington
• Solution of the Poisson PDE on a rectangle: missing boundary conditions, Alex
  • Re: Solution of the Poisson PDE on a rectangle: missing boundary conditions, dl
    • Re: Solution of the Poisson PDE on a rectangle: missing boundary conditions, Alex
• Missing zeros in Descartes' Rule of Signs, Kira Yamato
  • Re: Missing zeros in Descartes' Rule of Signs, Kira Yamato
• complex analysis with ...., mina_world
  • Re: complex analysis with ...., Jannick Asmus
    • Re: complex analysis with ...., mina_world
      • Re: complex analysis with ...., Jannick Asmus
      • Re: complex analysis with ...., mina_world
      • Re: complex analysis with ...., mina_world
      • Re: complex analysis with ...., Jannick Asmus
      • Re: complex analysis with ...., mina_world
      • Re: complex analysis with ...., Jannick Asmus
      • Re: complex analysis with ...., mina_world
• Simply connected, Not contractible, William Elliot
  • Re: Simply connected, Not contractible, mskirvin
    • Re: Simply connected, Not contractible, William Elliot
      • Re: Simply connected, Not contractible, mskirvin
      • Re: Simply connected, Not contractible, William Elliot
  • Re: Simply connected, Not contractible, Jules
    • Re: Simply connected, Not contractible, William Elliot
• Re: JSH: Factoring is a thorn in my side, jankrihau
• String and Knot theory, joyo
  • Re: String and Knot theory, William Elliot
    • Re: String and Knot theory, joyo
      • Re: String and Knot theory, William Elliot
• analysis with function., mina_world
  • Re: analysis with function., José Carlos Santos
    • Re: analysis with function., mina_world
  • Re: analysis with function., William Elliot
• 3.184809493...., John Baez
  • Re: 3.184809493...., Tim Peters
  • Re: 3.184809493...., The Ghost In The Machine
    • Re: 3.184809493...., John Baez
      • Re: 3.184809493...., Proginoskes
    • Re: 3.184809493...., Michael Jørgensen
      • Re: 3.184809493...., Dave Seaman
      • Re: 3.184809493...., The Ghost In The Machine
• inner product, jennifer
  • Re: inner product, Daniel Mayost
• Re: JSH: Understanding the parasitic hive, Usher73
  • Re: JSH: Understanding the parasitic hive, Tonico
    • Re: JSH: Understanding the parasitic hive, Usher73
• A question on complex measure, TCL
  • Re: A question on complex measure, TCL
• 3nd isomorphism theorem, rod2
  • Re: 3nd isomorphism theorem, rod2
    • Re: 3nd isomorphism theorem, Daniel Mayost
  • Re: 3nd isomorphism theorem, Daniel Mayost
• How the heck can a single point in a topological space be open?, OwlHoot
  • Re: How the heck can a single point in a topological space be open?, Dave L. Renfro
    • Re: How the heck can a single point in a topological space be open?, OwlHoot
      • Re: How the heck can a single point in a topological space be open?, David Marcus
      • Re: How the heck can a single point in a topological space be open?, William Elliot
      • Re: How the heck can a single point in a topological space be open?, Dave L. Renfro
      • Re: How the heck can a single point in a topological space be open?, Lee Rudolph
      • Re: How the heck can a single point in a topological space be open?, Jesse F. Hughes
  • Re: How the heck can a single point in a topological space be open?, William Elliot
    • Re: How the heck can a single point in a topological space be open?, OwlHoot
      • Re: How the heck can a single point in a topological space be open?, David Marcus
      • Re: How the heck can a single point in a topological space be open?, William Elliot
      • Re: How the heck can a single point in a topological space be open?, OwlHoot
      • Re: How the heck can a single point in a topological space be open?, Jannick Asmus
      • Re: How the heck can a single point in a topological space be open?, Jannick Asmus
      • Re: How the heck can a single point in a topological space be open?, Jesse F. Hughes
  • Re: How the heck can a single point in a topological space be open?, James Dolan
    • Re: How the heck can a single point in a topological space be open?, OwlHoot
      • Re: How the heck can a single point in a topological space be open?, Butch Malahide
      • Re: How the heck can a single point in a topological space be open?, Jannick Asmus
      • Re: How the heck can a single point in a topological space be open?, William Elliot
      • Re: How the heck can a single point in a topological space be open?, Jannick Asmus
      • Re: How the heck can a single point in a topological space be open?, William Elliot
      • Re: How the heck can a single point in a topological space be open?, OwlHoot
      • Re: How the heck can a single point in a topological space be open?, OwlHoot
      • Re: How the heck can a single point in a topological space be open?, OwlHoot
      • Re: How the heck can a single point in a topological space be open?, Jannick Asmus
      • Re: How the heck can a single point in a topological space be open?, William Elliot
      • Re: How the heck can a single point in a topological space be open?, William Elliot
      • Re: How the heck can a single point in a topological space be open?, William Elliot
      • Re: How the heck can a single point in a topological space be open?, William Elliot
      • Re: How the heck can a single point in a topological space be open?, Jannick Asmus
      • Re: How the heck can a single point in a topological space be open?, William Elliot
      • Re: How the heck can a single point in a topological space be open?, Dave L. Renfro
• Extended binomial coefficients, Stan Sykora
  • Re: Extended binomial coefficients, Stephen Montgomery-Smith
  • Re: Extended binomial coefficients, Paul Abbott
    • Re: Extended binomial coefficients, Stan Sykora
• visualizing quotient spaces, rod2
  • Re: visualizing quotient spaces, William Elliot
• Cardinality of equivalence classes and measure, eugene
  • Re: Cardinality of equivalence classes and measure, Butch Malahide
    • Re: Cardinality of equivalence classes and measure, eugene
      • Re: Cardinality of equivalence classes and measure, Butch Malahide
      • Re: Cardinality of equivalence classes and measure, eugene
      • Re: Cardinality of equivalence classes and measure, Dave L. Renfro
      • Re: Cardinality of equivalence classes and measure, Dave L. Renfro
      • Re: Cardinality of equivalence classes and measure, Butch Malahide
• differential equation $\ddot x + a \dot x + \frac{ b }{ 1 + c x } + d = 0$, isscandar
  • Re: differential equation $\ddot x + a \dot x + \frac{ b }{ 1 + c x } + d = 0$, Daniel Mayost
• Re: analysis with mean value theorem., Jannick Asmus
  • Re: analysis with mean value theorem., mina_world
    • Re: analysis with mean value theorem., mina_world
      • Re: analysis with mean value theorem., mina_world
      • Re: analysis with mean value theorem., Jannick Asmus
      • Re: analysis with mean value theorem., mina_world
      • Re: analysis with mean value theorem., Jannick Asmus
      • Re: analysis with mean value theorem., mina_world
      • Re: analysis with mean value theorem., Jannick Asmus
      • Re: analysis with mean value theorem., mina_world
  • <Possible follow-ups>
  • Re: analysis with mean value theorem., The World Wide Wade
• Integrating, Kenshin
  • Re: Integrating, Bart Goddard
  • Re: Integrating, Gene Ward Smith
  • Re: Integrating, Dave L. Renfro
    • Re: Integrating, Kenshin
      • Re: Integrating, Dave L. Renfro
• Question..., TheGhost
  • Re: Question..., Tony Orlow
  • Re: Question..., Arturo Magidin
    • Re: Question..., TheGhost
  • Re: Question..., Thomas Mautsch
• Correlations and statistics, Lady Musketeer
• Re: Editorial board of Topology resigns to protest high prices, carvernash
  • Re: Editorial board of Topology resigns to protest high prices, galathaea
• Question...., TheGhost
  • Re: Question...., José Carlos Santos
    • Re: Question...., TheGhost
      • Re: Question...., José Carlos Santos
      • Re: Question...., TheGhost
      • Re: Question...., Thomas Mautsch
      • Re: Question...., Tony Orlow
      • Re: Question...., TheGhost
      • Re: Question...., Alan Morgan
  • Re: Question...., m_piwnicki
• Question on the moduli of polynomial., XaoS
  • Re: Question on the moduli of polynomial., anon5874
• What's the space for a compositional analysis?, SRebecca
  • Re: What's the space for a compositional analysis?, kunzmilan
    • Re: What's the space for a compositional analysis?, Jamaica
      • Re: What's the space for a compositional analysis?, kunzmilan
• Re: JSH: Generalized factoring idea, Jesse F. Hughes
• question, Rupert
  • Re: question, Hans Aberg
• Elementary Algebraic Number Theory, Narcoleptic Insomniac
  • Re: Elementary Algebraic Number Theory, basementman
  • Re: Elementary Algebraic Number Theory, William Elliot
    • Re: Elementary Algebraic Number Theory, Narcoleptic Insomniac
  • Re: Elementary Algebraic Number Theory, Bart Goddard
    • Re: Elementary Algebraic Number Theory, Narcoleptic Insomniac
• Holy S%^&, Yabahoobs
  • Re: Holy S%^&, Richard Henry
• James - How to win the argument:, Richard Henry
  • Re: James - How to win the argument:, Proginoskes
• eigenvector, jennifer
  • Re: eigenvector, anon5874
• The Quantum Pyramid, CoreyWhite
• integrability of f(x), Ardi
  • Re: integrability of f(x), Dave L. Renfro
    • Re: integrability of f(x), Ardi
      • Re: integrability of f(x), David Marcus
      • Re: integrability of f(x), Dave L. Renfro
      • Re: integrability of f(x), Ardi
      • Re: integrability of f(x), Ardi
      • Re: integrability of f(x), Noehl
      • Re: integrability of f(x), Dave L. Renfro
• counting the elements of finite sets, Calvin
  • Re: counting the elements of finite sets, David Marcus
    • Re: counting the elements of finite sets, Calvin
      • Re: counting the elements of finite sets, David Marcus
      • Re: counting the elements of finite sets, Calvin
      • Re: counting the elements of finite sets, David Marcus
  • Re: counting the elements of finite sets, Peter Webb
    • Re: counting the elements of finite sets, Calvin
      • Re: counting the elements of finite sets, Peter Webb
      • Re: counting the elements of finite sets, Calvin
      • Re: counting the elements of finite sets, David Marcus
      • Re: counting the elements of finite sets, Peter Webb
      • Re: counting the elements of finite sets, Calvin
      • Re: counting the elements of finite sets, Calvin
      • Re: counting the elements of finite sets, Virgil
      • Re: counting the elements of finite sets, Calvin
      • Re: counting the elements of finite sets, Virgil
      • Re: counting the elements of finite sets, Calvin
      • Re: counting the elements of finite sets, Virgil
      • Re: counting the elements of finite sets, Calvin
    • Re: counting the elements of finite sets, Arturo Magidin
  • Re: counting the elements of finite sets, David C . Ullrich
    • Re: counting the elements of finite sets, Calvin
      • Re: counting the elements of finite sets, Derek Holt
      • Re: counting the elements of finite sets, Virgil
• question with ms-word or powerpoint., mina_world
• Re: Zen and...Math??, Gauster
  • Re: Zen and...Math??, Ioannis
    • Re: Zen and...Math??, galathaea
    • Re: Zen and...Math??, Gauster
• Re: New Yorker on the Poincare Conjecture, Christina Sormani
  • Re: New Yorker on the Poincare Conjecture, galathaea
    • Re: New Yorker on the Poincare Conjecture, Hero
      • 4D Space - formerly: Re: New Yorker on the Poincare Conjecture, JEMebius
      • Re: New Yorker on the Poincare Conjecture, galathaea
      • Re: New Yorker on the Poincare Conjecture, galathaea
      • Re: New Yorker on the Poincare Conjecture, Hero
• Closed and compact sets, Cezanne123
  • Re: Closed and compact sets, Christina Sormani
• Re: Yau made a fool of himself. Again., Christina Sormani
  • Re: Yau made a fool of himself. Again., Peter Luschny
    • Re: Yau made a fool of himself. Again., Tonico
      • Re: Yau made a fool of himself. Again., Peter Luschny
      • Re: Yau made a fool of himself. Again., Tonico
  • Re: Yau made a fool of himself. Again., T.H. Ray
  • Re: Yau made a fool of himself. Again., galathaea
    • Re: Yau made a fool of himself. Again., galathaea
• The Fundamentals of Trinary Group Theory (was: trinary group theory?), markwh04
  • Re: The Fundamentals of Trinary Group Theory (was: trinary group theory?), victor_meldrew_666
  • Re: The Fundamentals of Trinary Group Theory (was: trinary group theory?), William Elliot
• Did I stomp Maple?, Zdislav V. Kovarik
  • Re: Did I stomp Maple?, G. A. Edgar
• Intuitive Set Theory, zuhair
  • <Possible follow-ups>
  • Intuitive Set Theory, zuhair
• Re: derivative of an integral, Michael
  • Re: derivative of an integral, A N Niel
  • <Possible follow-ups>
  • Re: derivative of an integral, David W . Cantrell
• Re: Quaternions (four-dimensional numbers), Michael Orion
  • Re: Quaternions (four-dimensional numbers), Gene Ward Smith
  • <Possible follow-ups>
  • Re: Quaternions (four-dimensional numbers), Michael Orion
    • Re: Quaternions (four-dimensional numbers), Bart Goddard
• Tough trig problem, Ioannis
  • Re: Tough trig problem, Ignacio Larrosa Cañestro
    • Re: Tough trig problem, Ioannis
    • Re: Tough trig problem, The Last Danish Pastry
      • Re: Tough trig problem, Thomas Mautsch
  • Re: Tough trig problem, Narasimham
• Interesting problem (limits theory), precarion
  • Re: Interesting problem (limits theory), Alinabi
    • Re: Interesting problem (limits theory), precarion
  • Re: Interesting problem (limits theory), Alinabi
    • Re: Interesting problem (limits theory), diablo
      • Re: Interesting problem (limits theory), precarion
      • Re: Interesting problem (limits theory) [?], precarion
      • Re: Interesting problem (limits theory) [?], diablo
  • [] Interesting problem (limits theory), William Elliot
    • Re: [] Interesting problem (limits theory), precarion
    • Re: [] Interesting problem (limits theory), Proginoskes
      • [] Interesting problem (limits theory), William Elliot
    • Re: [] Interesting problem (limits theory), Butch Malahide
      • Re: [] Interesting problem (limits theory), William Elliot
• abelian normalizer of a syl-p implies..., Thunder
  • Re: abelian normalizer of a syl-p implies..., Tonico
  • Re: abelian normalizer of a syl-p implies..., Tonico
  • Re: abelian normalizer of a syl-p implies..., Tonico
• Functional system: f(x + f(x)) = f(x) + f(2x - f(x)), theronruiz
  • Re: Functional system: f(x + f(x)) = f(x) + f(2x - f(x)), M.J.T. Guy
    • Re: Functional system: f(x + f(x)) = f(x) + f(2x - f(x)), Proginoskes
    • Re: Functional system: f(x + f(x)) = f(x) + f(2x - f(x)), theronruiz
• Logrithmic spring.... sort of, Paul Skvorc
  • Re: Logrithmic spring.... sort of, Narasimham
    • Re: Logrithmic spring.... sort of, Narasimham
• Convergent series, publiosulpicio@xxxxxxxxx
  • Re: Convergent series, Tony Orlow
  • Re: Convergent series, A N Niel
    • Re: Convergent series, publiosulpicio@xxxxxxxxx
      • Re: Convergent series, Dave L. Renfro
  • Re: Convergent series, The World Wide Wade
    • Re: Convergent series, publiosulpicio@xxxxxxxxx
    • Re: Convergent series, publiosulpicio@xxxxxxxxx
      • Re: Convergent series, publiosulpicio@xxxxxxxxx
      • Re: Convergent series, Dave L. Renfro
    • Re: Convergent series, publiosulpicio@xxxxxxxxx
    • Re: Convergent series, publiosulpicio@xxxxxxxxx
    • Re: Convergent series, Robert Israel
      • Re: Convergent series, Dave L. Renfro
      • Re: Convergent series, Dave L. Renfro
      • Re: Convergent series, The World Wide Wade
      • Re: Convergent series, The World Wide Wade
      • Re: Convergent series, The World Wide Wade
• To be happy in the temporal world and in the eternal abode :), The truth
• M = ker(T) (+) im(T), rod2
  • Re: M = ker(T) (+) im(T), Arturo Magidin
  • Re: M = ker(T) (+) im(T), Daniel Grubb
• expectation for number of throws of fair coin, vysotin
  • Re: expectation for number of throws of fair coin, Jules
  • Re: expectation for number of throws of fair coin, Stephen J. Herschkorn
    • Re: expectation for number of throws of fair coin, vysotin
    • Re: expectation for number of throws of fair coin, vysotin
    • Re: expectation for number of throws of fair coin, vysotin
• Grid Puzzle, Han de Bruijn
  • Re: Grid Puzzle, Karl-Olav Nyberg
    • Re: Grid Puzzle, Karl-Olav Nyberg
      • Re: Grid Puzzle, Karl-Olav Nyberg
  • Re: Grid Puzzle, Virgil
    • Re: Grid Puzzle, Han de Bruijn
      • Re: Grid Puzzle, victor_meldrew_666
      • Re: Grid Puzzle, Han de Bruijn
      • Re: Grid Puzzle, victor_meldrew_666
      • Re: Grid Puzzle, Han de Bruijn
• result book, Alain
  • Re: result book, José Carlos Santos
• Generating Large Primes, Phil Milmoe
  • Re: Generating Large Primes, G. A. Edgar
  • Re: Generating Large Primes, Jeroen
  • Re: Generating Large Primes, John Coleman
    • Re: Generating Large Primes, abobql
      • Re: Generating Large Primes, John Coleman
      • Re: Generating Large Primes, mensanator@xxxxxxxxxxx
      • Re: Generating Large Primes, abobql
  • Re: Generating Large Primes, Klueless
  • Re: Generating Large Primes, luiroto
    • Re: Generating Large Primes, luiroto
    • Re: Generating Large Primes, Phil Carmody
  • Re: Generating Large Primes, Tim Peters
  • Re: Generating Large Primes, Phil Milmoe
    • Re: Generating Large Primes, John Coleman
    • Re: Generating Large Primes, Chip Eastham
      • Re: Generating Large Primes, Gerry Myerson
      • Re: Generating Large Primes, Chip Eastham
• Deriving a formula for the process queue size??, qazmlp1209
• Re: Cantor's diagonalization argument, G.E. Ivey
  • <Possible follow-ups>
  • Re: Cantor's diagonalization argument, G.E. Ivey
• Qoutient fields of factor rings of an integral domain, Jose Capco
  • Re: Qoutient fields of factor rings of an integral domain, Jose Capco
    • Re: Qoutient fields of factor rings of an integral domain, Jannick Asmus
      • Re: Qoutient fields of factor rings of an integral domain, Jose Capco
      • Re: Qoutient fields of factor rings of an integral domain, Jannick Asmus
• Since the beginning...., Luis
  • Re: Since the beginning...., Robert Israel
    • Re: Since the beginning...., Luis
• Is this true ? ( My apologize ), Luis
  • <Possible follow-ups>
  • Is this true ? ( My apologize ), Luis
    • Re: Is this true ? ( My apologize ), William Elliot
• Application of Birthday Paradox, Paul
  • Re: Application of Birthday Paradox, Proginoskes
    • Re: Application of Birthday Paradox, Paul
      • Re: Application of Birthday Paradox, Proginoskes
      • Re: Application of Birthday Paradox, Paul
      • Re: Application of Birthday Paradox, Proginoskes
• R-homomorphisms, rod2
  • Re: R-homomorphisms, Rupert
  • <Possible follow-ups>
  • R-homomorphisms, rod2
  • R-homomorphisms, rod2
• help: a Combinatorial problem, Yecloud
  • Re: help: a Combinatorial problem, James Waldby
    • Re: help: a Combinatorial problem, Yecloud
• Properties of a joint distribution, james . smith99
• laplace transform, gerry G
  • Re: laplace transform, Robert Israel
    • Re: laplace transform, gerry G
    • Re: laplace transform, gerry G
  • <Possible follow-ups>
  • laplace transform, gerry G
• North Korea might be one of the most reasonable countries in the world, Mr.T
• Re: Lindelof covering theorem,, don
  • Re: Lindelof covering theorem,, vsgdp
    • Re: Lindelof covering theorem,, Jannick Asmus
• simplifying trig expression, Mike
  • Re: simplifying trig expression, Proginoskes
    • Re: simplifying trig expression, Mike
      • Re: simplifying trig expression, G.E. Ivey
      • Re: simplifying trig expression, Mike
      • Re: simplifying trig expression, Badger
• Is this true ?, Luis
  • No., Brian
  • Re: Is this true ?, William Elliot
  • Re: Is this true ?, Virgil
• Simple questions about Galois fields, Tom Anderson
  • Re: Simple questions about Galois fields, Gerry Myerson
    • Re: Simple questions about Galois fields, Timothy Murphy
      • Re: Simple questions about Galois fields, Lee Rudolph
      • Re: Simple questions about Galois fields, Arturo Magidin
      • Re: Simple questions about Galois fields, Gerry Myerson
  • Re: Simple questions about Galois fields, mskirvin
    • Re: Simple questions about Galois fields, mskirvin
  • Re: Simple questions about Galois fields, Derek Holt
• what is this differential in an elliptic motion?, roegel
  • Re: what is this differential in an elliptic motion?, Alinabi
• i is not in Q(2^(1/4) i), Thunder
  • Re: i is not in Q(2^(1/4) i), Jannick Asmus
    • Re: i is not in Q(2^(1/4) i), Jack Maney
    • Re: i is not in Q(2^(1/4) i), Proginoskes
      • Re: i is not in Q(2^(1/4) i), Jannick Asmus
  • Re: i is not in Q(2^(1/4) i), Gerry Myerson
  • Re: i is not in Q(2^(1/4) i), Jack Maney
• probability problem, vysotin
  • Re: probability problem, Butch Malahide
    • Re: probability problem, Proginoskes
      • Re: probability problem, Butch Malahide
      • Re: probability problem, Proginoskes
    • Re: probability problem, Daniel Mayost
      • Re: probability problem, vysotin
    • Re: probability problem, Herman Rubin
  • Re: probability problem, danheyman@xxxxxxxxx
    • Re: probability problem, Butch Malahide
      • Message not available
      • Re: probability problem, Butch Malahide
      • Message not available
      • Re: probability problem, Butch Malahide
  • Re: probability problem, jmorriss@xxxxxxxxxxx
  • Re: probability problem, James Waldby
• Elementary Group Theory, Narcoleptic Insomniac
  • Re: Elementary Group Theory, Jannick Asmus
  • Re: Elementary Group Theory, cbrown
    • Re: Elementary Group Theory, Narcoleptic Insomniac
      • Re: Elementary Group Theory, cbrown
      • Re: Elementary Group Theory, Michael Press
      • Re: Elementary Group Theory, cbrown
      • Re: Elementary Group Theory, Michael Press
      • Re: Elementary Group Theory, cbrown
      • Re: Elementary Group Theory, Arturo Magidin
    • Re: Elementary Group Theory, Russell
  • Re: Elementary Group Theory, Arturo Magidin
• Percentage: $120 million is of $180 million?, pcutilisateur
  • Re: Percentage: $120 million is of $180 million?, Bob Kolker
    • Re: Percentage: $120 million is of $180 million?, Phil Carmody
      • Re: Percentage: $120 million is of $180 million?, mensanator@xxxxxxxxxxx
      • Re: Percentage: $120 million is of $180 million?, Brian
• LCM equation?, Aloha Kakuikanu
  • Re: LCM equation?, Scott Fluhrer
    • Re: LCM equation?, Aloha Kakuikanu
      • Re: LCM equation?, Aloha Kakuikanu
      • Re: LCM equation?, Aloha Kakuikanu
      • Re: LCM equation?, K S
      • Re: LCM equation?, Aloha Kakuikanu
      • Message not available
      • LCM and GCD definition extended to integers?, Aloha Kakuikanu
  • Re: LCM equation?, K S
    • Re: LCM equation?, K S
  • Re: LCM equation?-, JEMebius
• Forbidden graph structures?, smoser
  • Re: Forbidden graph structures?, Butch Malahide
  • Re: Forbidden graph structures?, Butch Malahide
  • Re: Forbidden graph structures?, Butch Malahide
    • Re: Forbidden graph structures?, Gerry Myerson
      • Re: Forbidden graph structures?, Butch Malahide
      • Re: Forbidden graph structures?, Gerry Myerson
      • Re: Forbidden graph structures?, Butch Malahide
    • Re: Forbidden graph structures?, Butch Malahide
• condensation points in R^n, vsgdp
  • Re: condensation points in R^n, Arturo Magidin
• algebra with Z[i]/<2+2i>., mina_world
  • Re: algebra with Z[i]/<2+2i>., Jannick Asmus
    • Re: algebra with Z[i]/<2+2i>., Rupert
      • Re: algebra with Z[i]/<2+2i>., mina_world
      • Re: algebra with Z[i]/<2+2i>., Jannick Asmus
      • Re: algebra with Z[i]/<2+2i>., mina_world
      • Re: algebra with Z[i]/<2+2i>., Jannick Asmus
      • Re: algebra with Z[i]/<2+2i>., mina_world
      • Re: algebra with Z[i]/<2+2i>., Rupert
• Middle third characterization by induction of the Cantor ternary set, jennifer
  • Re: Middle third characterization by induction of the Cantor ternary set, José Carlos Santos
    • Re: Middle third characterization by induction of the Cantor ternary set, jennifer
      • Re: Middle third characterization by induction of the Cantor ternary set, José Carlos Santos
  • Re: Middle third characterization by induction of the Cantor ternary set, David C. Ullrich
    • Re: Middle third characterization by induction of the Cantor ternary set, jennifer
• A nowhere continuous permutation, 2Pac
  • Re: A nowhere continuous permutation, Arturo Magidin
    • Re: A nowhere continuous permutation, 2Pac
  • Re: A nowhere continuous permutation, The World Wide Wade
• looking for f,g where f^n + g^n = 1, Arjang Assadi
  • Re: looking for f,g where f^n + g^n = 1, José Carlos Santos
  • Re: looking for f,g where f^n + g^n = 1, Arturo Magidin
  • Re: looking for f,g where f^n + g^n = 1, Robert Israel
  • Re: looking for f,g where f^n + g^n = 1, Gene Ward Smith
  • Re: looking for f,g where f^n + g^n = 1, Stephen Montgomery-Smith
    • Re: looking for f,g where f^n + g^n = 1, Jannick Asmus
      • Re: looking for f,g where f^n + g^n = 1, Stephen Montgomery-Smith
• Solve using logs, chrissmith_156
  • Re: Solve using logs, José Carlos Santos
    • Re: Solve using logs, chrissmith_156
  • Re: Solve using logs, Arturo Magidin
    • Re: Solve using logs, chrissmith_156
      • Re: Solve using logs, Arturo Magidin
  • Re: Solve using logs, Arjang Assadi
    • Re: Solve using logs, Dave L. Renfro
  • Re: Solve using logs, Oscar Lanzi III
    • Re: Solve using logs, Dave L. Renfro
• Use of technology in Teaching & Learning Mathematics, gslawania
  • Re: Use of technology in Teaching & Learning Mathematics, luiroto
• Re: Fractions, Milo Gardner
• Nonlinear equations, Deep
  • Re: Nonlinear equations, Robert Israel
    • Re: Nonlinear equations, Deep
• [] contains nothing, William Elliot
• algebra/geometry, Johny
  • Re: algebra/geometry, William Elliot
  • Re: algebra/geometry, MANAS
    • Re: algebra/geometry, G.E. Ivey
  • Re: algebra/geometry, Johny
  • Re: algebra/geometry, Johny
    • Re: algebra/geometry, Arturo Magidin
    • Re: algebra/geometry, kibby
  • Re: algebra/geometry, Johny
    • Re: algebra/geometry, William Elliot
  • Re: algebra/geometry, Johny
  • Re: algebra/geometry, Johny
    • Re: algebra/geometry, Arturo Magidin
      • Re: algebra/geometry, Johny
      • Re: algebra/geometry, Arturo Magidin
      • Re: algebra/geometry, Johny
  • Re: algebra/geometry, Narasimham
• Simply Connected, William Elliot
  • Re: Simply Connected, sznitzeln
    • Re: Simply Connected, William Elliot
  • Re: Simply Connected, sg552
    • Re: Simply Connected, sg552
    • Re: Simply Connected, sg552
      • Re: Simply Connected, William Elliot
      • Re: Simply Connected, sg552
      • Re: Simply Connected, William Elliot
• Bibliography from book Toda: "Composition Methods...", wodorotlenek
  • Re: Bibliography from book Toda: "Composition Methods...", W. Dale Hall
    • Re: Bibliography from book Toda: "Composition Methods...", W. Dale Hall
    • Re: Bibliography from book Toda: "Composition Methods...", wodorotlenek
  • Re: Bibliography from book Toda: "Composition Methods...", victor_meldrew_666
• Moebius Band is not homeomorphic with a Torus, Narasimham
  • Re: Moebius Band is not homeomorphic with a Torus, wodorotlenek
    • Re: Moebius Band is not homeomorphic with a Torus, Rupert
      • Re: Moebius Band is not homeomorphic with a Torus, wodorotlenek
      • Re: Moebius Band is not homeomorphic with a Torus, Jyrki Lahtonen
      • Re: Moebius Band is not homeomorphic with a Torus, wodorotlenek
      • Re: Moebius Band is not homeomorphic with a Torus, Stephen Montgomery-Smith
      • Re: Moebius Band is not homeomorphic with a Torus, Peter Webb
    • Re: Moebius Band is not homeomorphic with a Torus, Proginoskes
  • Re: Moebius Band is not homeomorphic with a Torus, Peter Webb
    • Re: Moebius Band is not homeomorphic with a Torus, Narasimham
      • Re: Moebius Band is not homeomorphic with a Torus, Hero
    • Re: Moebius Band is not homeomorphic with a Torus, Narasimham
  • Re: Moebius Band is not homeomorphic with a Torus, victor_meldrew_666
    • Re: Moebius Band is not homeomorphic with a Torus, Narasimham
  • Re: Moebius Band is not homeomorphic with a Torus, Narasimham
  • Re: Moebius Band is not homeomorphic with a Torus, Narasimham
• Minimization problem, e_hobsbawm
  • Re: Minimization problem, e_hobsbawm
• Re: JSH: How would you prove a corrupted math field?, gagro
  • <Possible follow-ups>
  • Re: JSH: How would you prove a corrupted math field?, gagro
  • Re: JSH: How would you prove a corrupted math field?, Jesse F. Hughes
  • Re: JSH: How would you prove a corrupted math field?, Mr.T
    • Re: JSH: How would you prove a corrupted math field?, Dr Viktor Plankenstein
• halving lemma(FFT), ericunfuk
• "10c - c = 9. This is the same as 9c = 9." Is that correct?, Chopra_Reader
  • Re: "10c - c = 9. This is the same as 9c = 9." Is that correct?, Nick
    • Re: "10c - c = 9. This is the same as 9c = 9." Is that correct?, Chopra_Reader
      • Re: "10c - c = 9. This is the same as 9c = 9." Is that correct?, Chopra_Reader
      • Re: "10c - c = 9. This is the same as 9c = 9." Is that correct?, abe . buckingham
      • Re: "10c - c = 9. This is the same as 9c = 9." Is that correct?, Dik T. Winter
      • Re: "10c - c = 9. This is the same as 9c = 9." Is that correct?, Phil Carmody
      • Re: "10c - c = 9. This is the same as 9c = 9." Is that correct?, Randy Poe
      • Re: "10c - c = 9. This is the same as 9c = 9." Is that correct?, Phil Carmody
      • Re: "10c - c = 9. This is the same as 9c = 9." Is that correct?, Dik T. Winter
      • Re: "10c - c = 9. This is the same as 9c = 9." Is that correct?, Michael Press
      • Re: "10c - c = 9. This is the same as 9c = 9." Is that correct?, William Hughes
      • Re: "10c - c = 9. This is the same as 9c = 9." Is that correct?, Chopra_Reader
      • Re: "10c - c = 9. This is the same as 9c = 9." Is that correct?, David Marcus
      • Re: "10c - c = 9. This is the same as 9c = 9." Is that correct?, Chopra_Reader
      • Re: "10c - c = 9. This is the same as 9c = 9." Is that correct?, Dave L. Renfro
      • Re: "10c - c = 9. This is the same as 9c = 9." Is that correct?, Dave L. Renfro
      • Re: "10c - c = 9. This is the same as 9c = 9." Is that correct?, William Hughes
    • Re: "10c - c = 9. This is the same as 9c = 9." Is that correct?, Nick
  • Re: "10c - c = 9. This is the same as 9c = 9." Is that correct?, Shmuel (Seymour J.) Metz
• A little problem solving ( perhaps ) with Markov Chains Theory, Luis
  • Re: A little problem solving ( perhaps ) with Markov Chains Theory, Michael
  • Re: A little problem solving ( perhaps ) with Markov Chains Theory, Proginoskes
• Proof for an inequality, cpn53g
  • Re: Proof for an inequality, Gene Wagenbreth
    • Re: Proof for an inequality, Nick
    • Re: Proof for an inequality, Proginoskes
  • Re: Proof for an inequality, Robert Israel
    • Re: Proof for an inequality, cpn53g
      • Re: Proof for an inequality, Robert Israel
  • Re: Proof for an inequality, Drenchedinaverageness
  • Re: Proof for an inequality, david petry
    • Re: Proof for an inequality, Thomas Mautsch
      • Re: Proof for an inequality, Thomas Mautsch
  • Re: Proof for an inequality, Zdislav V. Kovarik
    • Re: Proof for an inequality, Thomas Mautsch
      • Re: Proof for an inequality, Nick
      • Re: Proof for an inequality, Thomas Mautsch
• Software animation showing transitions between hydrogen orbitals, dcrespin
• Infinitely Small Chances, dgmulf
  • Re: Infinitely Small Chances, mathman
  • Re: Infinitely Small Chances, William Hughes
    • Re: Infinitely Small Chances, fernando revilla
  • Re: Infinitely Small Chances, Han de Bruijn
    • Re: Infinitely Small Chances, David C . Ullrich
    • Re: Infinitely Small Chances, William Hughes
  • Re: Infinitely Small Chances, mathedman
    • Re: Infinitely Small Chances, Richard Tobin
    • Re: Infinitely Small Chances, David C . Ullrich
• Geometric right angle analytically?, Hero
• The meaning of set?, zuhair
  • Re: The meaning of set?, Rupert
    • Re: The meaning of set?, zuhair
      • Re: The meaning of set?, Rupert
      • Re: The meaning of set?, Aatu Koskensilta
      • Re: The meaning of set?, Rupert
      • Re: The meaning of set?, Aatu Koskensilta
      • Re: The meaning of set?, Rupert
      • Re: The meaning of set?, Aatu Koskensilta
      • Re: The meaning of set?, Rupert
      • Re: The meaning of set?, Lee Rudolph
      • Re: The meaning of set?, Aatu Koskensilta
      • Re: The meaning of set?, Ross A. Finlayson
      • Re: The meaning of set?, zzbunker@xxxxxxxxxxxx
  • Re: The meaning of set?, Douglas Eagleson
• Ordinals, Cardinals and Functional numbers., zuhair
  • Re: Ordinals, Cardinals and Functional numbers., Nick
• example of module..., rod2
  • Re: example of module..., Arturo Magidin
    • Re: example of module..., rod2
      • Re: example of module..., Arturo Magidin
      • Re: example of module..., Arturo Magidin
• Riemann geometry, chicken or the egg?, bootlace
  • Re: Riemann geometry, chicken or the egg?, Jan Bielawski
  • Re: Riemann geometry, chicken or the egg?, Igor
    • Re: Riemann geometry, chicken or the egg?, bootlace
  • Re: Riemann geometry, chicken or the egg?, Gerry Myerson
    • Re: Riemann geometry, chicken or the egg?, bootlace
      • Re: Riemann geometry, chicken or the egg?, Gerry Myerson
      • Re: Riemann geometry, chicken or the egg?, bootlace
      • Re: Riemann geometry, chicken or the egg?, Robert Israel
      • Re: Riemann geometry, chicken or the egg?, Hero
      • Re: Riemann geometry, chicken or the egg?, Hero
      • Re: Riemann geometry, chicken or the egg?, bootlace
      • Re: Riemann geometry, chicken or the egg?, Bob Kolker
      • Re: Riemann geometry, chicken or the egg?, victor_meldrew_666
      • Re: Riemann geometry, chicken or the egg?, bootlace
      • Re: Riemann geometry, chicken or the egg?, Gerry Myerson
      • Re: Riemann geometry, chicken or the egg?, bootlace
      • Re: Riemann geometry, chicken or the egg?, Gerry Myerson
      • Re: Riemann geometry, chicken or the egg?, bootlace
• Probability that the sum of n uniform-(0,1) variables is < 1, is 1/n!, johnblackjr
  • Re: Probability that the sum of n uniform-(0,1) variables is < 1, is 1/n!, A N Niel
  • Re: Probability that the sum of n uniform-(0,1) variables is < 1, is 1/n!, Herman Rubin
    • Re: Probability that the sum of n uniform-(0,1) variables is < 1, is 1/n!, johnblackjr
      • Re: Probability that the sum of n uniform-(0,1) variables is < 1, is 1/n!, johnblackjr
  • Re: Probability that the sum of n uniform-(0,1) variables is < 1, is 1/n!, danheyman@xxxxxxxxx
    • Re: Probability that the sum of n uniform-(0,1) variables is < 1, is 1/n!, johnblackjr
    • Re: Probability that the sum of n uniform-(0,1) variables is < 1, is 1/n!, Ray Koopman
      • Re: Probability that the sum of n uniform-(0,1) variables is < 1, is 1/n!, johnblackjr
  • Re: Probability that the sum of n uniform-(0,1) variables is < 1, is 1/n!, Michael Press
• find intersection point of sphere and line, kaikongchan_98
  • Re: find intersection point of sphere and line, Virgil
  • Re: find intersection point of sphere and line, Narasimham
    • Re: find intersection point of sphere and line, kaikongchan_98
• Determining 3D position and orientation via spatial resection, seantobin
  • Re: Determining 3D position and orientation via spatial resection, Michael Harrington
• differential form, bluelabel
  • Re: differential form, [Mr.] Lynn Kurtz
    • Re: differential form, [Mr.] Lynn Kurtz
• QUICK INTEGRAL PROBLEM, daves
  • Re: QUICK INTEGRAL PROBLEM, Narcoleptic Insomniac
    • Re: QUICK INTEGRAL PROBLEM, David W . Cantrell
• numbers of solutions, or size of multi-values quantities, Tom
• Simple Set Theory question, Ron Jones
  • Re: Simple Set Theory question, Nathan
    • Re: Simple Set Theory question, Ron Jones
  • Re: Simple Set Theory question, MoeBlee
    • Re: Simple Set Theory question, Gerry Myerson
      • Re: Simple Set Theory question, MoeBlee
      • Re: Simple Set Theory question, Chip Eastham
      • Re: Simple Set Theory question, MoeBlee
      • Re: Simple Set Theory question, Chip Eastham
      • Re: Simple Set Theory question, Virgil
      • Re: Simple Set Theory question, Chip Eastham
      • Re: Simple Set Theory question, MoeBlee
      • Re: Simple Set Theory question, Gerry Myerson
      • Re: Simple Set Theory question, MoeBlee
      • Re: Simple Set Theory question, Herman Rubin
• Should-be-easy analysis problem, Snis Pilbor
  • Re: Should-be-easy analysis problem, José Carlos Santos
    • Re: Should-be-easy analysis problem, A N Niel
      • Re: Should-be-easy analysis problem, José Carlos Santos
  • Re: Should-be-easy analysis problem, A N Niel
  • Re: Should-be-easy analysis problem, ArtflDodgr
    • Re: Should-be-easy analysis problem, The World Wide Wade
  • Re: Should-be-easy analysis problem, David C . Ullrich
• sum of 2 gaussians, Fedor
  • Re: sum of 2 gaussians, Robert Israel
    • Re: sum of 2 gaussians, Stephen J. Herschkorn
    • Re: sum of 2 gaussians, Fedor
      • Re: sum of 2 gaussians, Herman Rubin
• Markov Chains II, Luis
  • Re: Markov Chains II, Proginoskes
    • Re: Markov Chains II, Luis
    • Re: Markov Chains II, Luis
      • Re: Markov Chains II, Mark
      • Re: Markov Chains II, Luis
      • Re: Markov Chains II, Proginoskes
• non-separable Hilbert space, eugene
  • Re: non-separable Hilbert space, Rupert
    • Re: non-separable Hilbert space, Fedor
      • Re: non-separable Hilbert space, José Carlos Santos
  • Re: non-separable Hilbert space, David C . Ullrich
    • Re: non-separable Hilbert space, Rupert
      • Re: non-separable Hilbert space, David C . Ullrich
      • Re: non-separable Hilbert space, Rupert
      • Re: non-separable Hilbert space, David C . Ullrich
      • Re: non-separable Hilbert space, Robert Israel
      • Re: non-separable Hilbert space, W. F. Wang
  • Re: non-separable Hilbert space, Herman Rubin
• Importance of Complete ring of Qoutients, Jose Capco
• Re: Hello!Every mathmatics wizard, Virgil
  • <Possible follow-ups>
  • Re: Hello!Every mathmatics wizard, G. A. Edgar
  • Re: Hello!Every mathmatics wizard, Paulo Matos
    • Re: Hello!Every mathmatics wizard, Haonus
• mod inverse function doesn't work with negative numbers, zelnaga
  • Re: mod inverse function doesn't work with negative numbers, Proginoskes
  • Re: mod inverse function doesn't work with negative numbers, Phil Carmody
• It can take 500 years, Clifford Nelson
  • Re: It can take 816 years 181 days, imaginatorium
  • Re: It can take 500 years, Herman Rubin
  • Re: It can take 500 years, Quinn Tyler Jackson
    • Re: It can take 500 years, Nick
      • Re: It can take 500 years, Quinn Tyler Jackson
• Analysis question, sg552
  • Re: Analysis question, Daniel Mayost
    • Re: Analysis question, sg552
    • Re: Analysis question, Ronald Bruck
  • Re: Analysis question, Robert Israel
  • Re: Analysis question, John Bailey
    • Message not available
      • Re: Analysis question, Rob Johnson
    • Re: Analysis question, Herman Rubin
  • Re: Analysis question, david petry
  • <Possible follow-ups>
  • Analysis Question, practice
    • Re: Analysis Question, José Carlos Santos
      • Re: Analysis Question, practice
      • Re: Analysis Question, practice
    • Re: Analysis Question, David C . Ullrich
• Matrix multiplication paper makes me feel dumb., BDH
• frequency spectrum, bob
• Find the largest integer a or b without comparisons??, qq
  • Re: Find the largest integer a or b without comparisons??, fm2766
    • Re: Find the largest integer a or b without comparisons??, David W . Cantrell
      • Re: Find the largest integer a or b without comparisons??, Gerard Schildberger
      • Re: Find the largest integer a or b without comparisons??, Robert Israel
      • Re: Find the largest integer a or b without comparisons??, Robert Israel
      • Re: Find the largest integer a or b without comparisons??, Ross A. Finlayson
      • Re: Find the largest integer a or b without comparisons??, Robert Israel
      • Re: Find the largest integer a or b without comparisons??, Randy Poe
      • Re: Find the largest integer a or b without comparisons??, fm2766
    • Re: Find the largest integer a or b without comparisons??, Peter L. Montgomery
      • Re: Find the largest integer a or b without comparisons??, ravi12346@xxxxxxxxx
      • Re: Find the largest integer a or b without comparisons??, Proginoskes
      • Re: Find the largest integer a or b without comparisons??, Virgil
    • Re: Find the largest integer a or b without comparisons??, Bill Taylor
    • Re: Find the largest integer a or b without comparisons??, Herman Rubin
  • Re: Find the largest integer a or b without comparisons??, kilian heckrodt
  • Re: Find the largest integer a or b without comparisons??, Ross A. Finlayson
  • Re: Find the largest integer a or b without comparisons??, jseppa17@xxxxxxxxx
    • Re: Find the largest integer a or b without comparisons??, Virgil
      • Re: Find the largest integer a or b without comparisons??, jseppa17@xxxxxxxxx
      • Re: Find the largest integer a or b without comparisons??, Arturo Magidin
      • Re: Find the largest integer a or b without comparisons??, jseppa17@xxxxxxxxx
      • Re: Find the largest integer a or b without comparisons??, Arturo Magidin
      • Re: Find the largest integer a or b without comparisons??, Gerard Schildberger
      • Re: Find the largest integer a or b without comparisons??, fm2766
      • Re: Find the largest integer a or b without comparisons??, Gerard Schildberger
      • Re: Find the largest integer a or b without comparisons??, Proginoskes
      • Re: Find the largest integer a or b without comparisons??, fm2766
      • Re: Find the largest integer a or b without comparisons??, Proginoskes
      • Re: Find the largest integer a or b without comparisons??, fm2766
      • Re: Find the largest integer a or b without comparisons??, Proginoskes
      • Re: Find the largest integer a or b without comparisons??, fm2766
      • Re: Find the largest integer a or b without comparisons??, Proginoskes
      • Re: Find the largest integer a or b without comparisons??, Derek Holt
      • Re: Find the largest integer a or b without comparisons??, Gerard Schildberger
      • Re: Find the largest integer a or b without comparisons??, Virgil
      • Re: Find the largest integer a or b without comparisons??, Proginoskes
  • Re: Find the largest integer a or b without comparisons??, briggs
  • Re: Find the largest integer a or b without comparisons??, qq
    • Re: Find the largest integer a or b without comparisons??, Gerard Schildberger
      • Re: Find the largest integer a or b without comparisons??, David W . Cantrell
      • Re: Find the largest integer a or b without comparisons??, Gerard Schildberger
      • Re: Find the largest integer a or b without comparisons??, David W . Cantrell
      • Re: Find the largest integer a or b without comparisons??, Ross A. Finlayson
      • Re: Find the largest integer a or b without comparisons??, Dik T. Winter
      • Re: Find the largest integer a or b without comparisons??, alainverghote@xxxxxxxx
    • Re: Find the largest integer a or b without comparisons??, David W . Cantrell
      • Re: Find the largest integer a or b without comparisons??, Ross A. Finlayson
      • Re: Find the largest integer a or b without comparisons??, Phil Carmody
  • Re: Find the largest integer a or b without comparisons??, Tim Smith
• Analysis Question: Measurable functions, practice
  • Re: Analysis Question: Measurable functions, Daniel Mayost
    • Re: Analysis Question: Measurable functions, Daniel Mayost
  • Re: Analysis Question: Measurable functions, The World Wide Wade
• Proyective Module... easy?, Yoyontzin
  • Re: Proyective Module... easy?, Jannick Asmus
  • Re: Proyective Module... easy?, ben
    • Re: Proyective Module... easy?, Jannick Asmus
  • Re: Proyective Module... easy?, Jyrki Lahtonen
    • Re: Proyective Module... easy?, Yoyontzin
    • Re: Proyective Module... easy?, Jyrki Lahtonen
• Trig Formula, Deep
  • Re: Trig Formula, Ignacio Larrosa Cañestro
    • Re: Trig Formula, Ross A. Finlayson
    • Re: Trig Formula, Deep
      • Re: Trig Formula, Ignacio Larrosa Cañestro
• help, richardBrooks
• elementary equation, diablo
  • Re: elementary equation, Gerry Myerson
    • Re: elementary equation, Robert Israel
    • Re: elementary equation, Peter L. Montgomery
    • Re: elementary equation, Herman Rubin
  • Re: elementary equation, Robert Israel
    • Re: elementary equation, diablo
• Sperner's Lemma on a square, FrankL
• Primes and irreducibles in a ring, eugene
  • Re: Primes and irreducibles in a ring, Arturo Magidin
    • Re: Primes and irreducibles in a ring, eugene
• notation for a=b, graham
  • Re: notation for a=b, Arturo Magidin
  • Re: notation for a=b, Pouya D. Tafti
  • Re: notation for a=b, graham
    • Re: notation for a=b, Arturo Magidin
    • Re: notation for a=b, A N Niel
• Re: The cosine of a matrix, Gottfried Helms
  • Re: The cosine of a matrix, Robert Israel
  • <Possible follow-ups>
  • Re: The cosine of a matrix, Gottfried Helms
    • Re: The cosine of a matrix, Dik T. Winter
      • Re: The cosine of a matrix, David C . Ullrich
• Re: Rotational components in n dimensions, Michael Orion
  • <Possible follow-ups>
  • Re: Rotational components in n dimensions, Michael Orion
  • Re: Rotational components in n dimensions, Michael Orion
• Goldbach Conjecture - Some significant improvement on X = 0 (6), ab
  • Re: Goldbach Conjecture - Some significant improvement on X = 0 (6), James Waldby
  • Re: Goldbach Conjecture - Some significant improvement on X = 0 (6), jankrihau
  • Re: Goldbach Conjecture - Some significant improvement on X = 0 (6), bill
  • Re: Goldbach Conjecture - Some significant improvement on X = 0 (6), luiroto
• international math notation, nrkcmh
  • Re: international math notation, Pouya D. Tafti
  • Re: international math notation, Ben Rudiak-Gould
• Re: Center of Mass, Jon G.
• Our WebSite www.ravislist.com, me.ur19@xxxxxxxxx
• learn maths, physics and statistics via the net, lassedaghenriksen
• Translates in R^2 and lattices, Kerk
  • Re: Translates in R^2 and lattices, David C . Ullrich
  • Re: Translates in R^2 and lattices, Simeon Stefanov
• open dense subsets of a metric space, Corey
  • Re: open dense subsets of a metric space, José Carlos Santos
    • Re: open dense subsets of a metric space, José Carlos Santos
• Dear Mathematicians, Have you EVER?, Google Questions
  • Re: Dear Mathematicians, Have you EVER?, Dr. Chumley
• cover proof fix,, vsgdp
  • Re: cover proof fix,, Jules
• Another reason to vote the bastards out., Brian
• QR decomposition, puzzle
• intersection of compact sets, Corey
  • Re: intersection of compact sets, smn
  • Re: intersection of compact sets, G. Kramer
    • intersection of compact sets, William Elliot
      • Re: intersection of compact sets, G. Kramer
      • Re: intersection of compact sets, William Elliot
      • Re: intersection of compact sets, Jannick Asmus
      • Re: intersection of compact sets, David C . Ullrich
      • Re: intersection of compact sets, G.E. Ivey
      • Re: intersection of compact sets, David C . Ullrich
      • Re: intersection of compact sets, G. A. Edgar
      • Re: intersection of compact sets, Jannick Asmus
      • Re: intersection of compact sets, William Elliot
      • Re: intersection of compact sets, Jannick Asmus
      • Re: intersection of compact sets, W. Dale Hall
      • [] intersection of compact sets, William Elliot
      • Re: [] intersection of compact sets, rusty
      • Re: [] intersection of compact sets, William Elliot
      • [OT] []; was: [] intersection of compact sets, Stephen J. Herschkorn
      • Re: []; was: [] intersection of compact sets, David M Einstein
      • Re: []; was: [] intersection of compact sets, Daniel Grubb
      • Re: [] intersection of compact sets, Ronald Bruck
• A question on algebraic circle fitting, Thomas Mautsch
  • Re: A question on algebraic circle fitting, anon5874
    • Re: A question on algebraic circle fitting, Virgil
  • Re: A question on algebraic circle fitting, Ray Koopman
  • Re: A question on algebraic circle fitting, Han de Bruijn
    • Re: A question on algebraic circle fitting, Robert Israel
  • Re: A question on algebraic circle fitting, Thomas Mautsch
• Can a Alphametic Solver be used in this case?, Vee
  • Re: Can a Alphametic Solver be used in this case?, James Waldby
• Mathematics Puzzle...help!, Corey
  • Re: Mathematics Puzzle...help!, Phil Carmody
    • Re: Mathematics Puzzle...help!, Gerry Myerson
      • Re: Mathematics Puzzle...help!, The Qurqirish Dragon
  • Re: Mathematics Puzzle...help!, Rupert
    • Re: Mathematics Puzzle...help!, Rupert
  • Re: Mathematics Puzzle...help!, bill
    • Re: Mathematics Puzzle...help!, bill
• Riemann Integration from the Definition, Jason Pawloski
  • Re: Riemann Integration from the Definition, Gerry Myerson
  • Re: Riemann Integration from the Definition, Virgil
    • Re: Riemann Integration from the Definition, Dave L. Renfro
    • Re: Riemann Integration from the Definition, Robert Israel
  • Re: Riemann Integration from the Definition, kilian heckrodt
    • Re: Riemann Integration from the Definition, Jason Pawloski
      • Re: Riemann Integration from the Definition, kilian heckrodt
  • Re: Riemann Integration from the Definition, Herman Rubin
• Power series on unit circle?, anon5874
  • Message not available
    • Re: Power series on unit circle?, Rob Johnson
      • Re: Power series on unit circle?, anon5874
      • Re: Power series on unit circle?, anon5874
  • Re: Power series on unit circle?, Torsten Hennig
• Root systems of a semisimple Lie algebra question, James
  • Re: Root systems of a semisimple Lie algebra question, José Carlos Santos
    • Re: Root systems of a semisimple Lie algebra question, James
      • Re: Root systems of a semisimple Lie algebra question, José Carlos Santos
      • Re: Root systems of a semisimple Lie algebra question, James
      • Re: Root systems of a semisimple Lie algebra question, José Carlos Santos
• Cardinal subtraction, division and rooting:, zuhair
  • Re: Cardinal subtraction, division and rooting:, Tonico
    • Re: Cardinal subtraction, division and rooting:, zuhair
  • Re: Cardinal subtraction, division and rooting:, MoeBlee
    • Re: Cardinal subtraction, division and rooting:, zuhair
      • Re: Cardinal subtraction, division and rooting:, Tonico
      • Re: Cardinal subtraction, division and rooting:, zuhair
      • Re: Cardinal subtraction, division and rooting:, Tonico
      • Re: Cardinal subtraction, division and rooting:, MoeBlee
      • Re: Cardinal subtraction, division and rooting:, Dik T. Winter
      • Re: Cardinal subtraction, division and rooting:, zuhair
      • Re: Cardinal subtraction, division and rooting:, Dik T. Winter
      • Re: Cardinal subtraction, division and rooting:, David R Tribble
      • Re: Cardinal subtraction, division and rooting:, MoeBlee
      • Re: Cardinal subtraction, division and rooting:, zuhair
      • Re: Cardinal subtraction, division and rooting:, zuhair
      • Re: Cardinal subtraction, division and rooting:, MoeBlee
      • Re: Cardinal subtraction, division and rooting:, zuhair
      • Re: Cardinal subtraction, division and rooting:, MoeBlee
• Definite Integrals Involving log, cos, sin, Leroy Quet
  • Re: Definite Integrals Involving log, cos, sin, G. A. Edgar
• Cardinals as Equivalence class?, zuhair
  • Re: Cardinals as Equivalence class?, Rupert
    • Re: Cardinals as Equivalence class?, zuhair
• Ugly But Interesting Harmonic Number Sequence, Leroy Quet
• Simple Jump-Around-The-Grid Game, Leroy Quet
• RP^n and open sets., FrankL
  • Re: RP^n and open sets., mskirvin
• compactly suported diff. forms in R, FrankL
  • Re: compactly suported diff. forms in R, smn
    • Re: compactly suported diff. forms in R, FrankL
      • Re: compactly suported diff. forms in R, smn
  • Re: compactly suported diff. forms in R, David C . Ullrich
• A powerful knight is Sir Infinite., fernando revilla
  • Re: A powerful knight is Sir Infinite., William Hughes
    • Re: A powerful knight is Sir Infinite., fernando revilla
• Quick elementary group question, Coyn
  • Re: Quick elementary group question, Arturo Magidin
    • Re: Quick elementary group question, Coyn
      • Re: Quick elementary group question, Arturo Magidin
• Re: Google luanched its new version of search engine, A N Niel
  • Re: Google luanched its new version of search engine, CapCity
• data set for linear regression, smart0072000in
• Question on permutation matrix, mittra
  • Re: Question on permutation matrix, Gerry Myerson
    • Re: Question on permutation matrix, Robert Israel
      • Re: Question on permutation matrix, mittra
      • Re: Question on permutation matrix, Robert Israel
      • Re: Question on permutation matrix, mittra
      • Re: Question on permutation matrix, Robert Israel
  • Re: Question on permutation matrix-, JEMebius
• Rock, Paper & Scissors (Math Paradox), BuddhaThu
  • Re: Rock, Paper & Scissors (Math Paradox), Richard Henry
    • Re: Rock, Paper & Scissors (Math Paradox), david petry
  • Re: Rock, Paper & Scissors (Math Paradox), Proginoskes
  • Re: Rock, Paper & Scissors (Math Paradox), Brian
• Solvability of a puzzle using the symmetric group, Coyn
  • Re: Solvability of a puzzle using the symmetric group, Arturo Magidin
• Cartesian product non-associativity, agapito6314
  • Re: Cartesian product non-associativity, Arturo Magidin
    • Re: Cartesian product non-associativity, MoeBlee
      • Re: Cartesian product non-associativity, Arturo Magidin
      • Re: Cartesian product non-associativity, agapito6314
      • Re: Cartesian product non-associativity, Arturo Magidin
      • Re: Cartesian product non-associativity, MoeBlee
      • Re: Cartesian product non-associativity, Arturo Magidin
      • Re: Cartesian product non-associativity, Arturo Magidin
      • Re: Cartesian product non-associativity, Arturo Magidin
      • Re: Cartesian product non-associativity, MoeBlee
      • Re: Cartesian product non-associativity, MoeBlee
      • Re: Cartesian product non-associativity, Arturo Magidin
      • Re: Cartesian product non-associativity, MoeBlee
  • Re: Cartesian product non-associativity, Lee Rudolph
• Weakly continuous map in a Hilbert space f(f(x))=x, Jack Stone
  • Re: Weakly continuous map in a Hilbert space f(f(x))=x, Fedor
• Re: converting a new recursive polynomial set into matrices, Gottfried Helms
• p-groups, Frederik
  • Re: p-groups, Arturo Magidin
    • Re: p-groups, Michael Press
      • Re: p-groups, Tonico
• Conditionally independent with a Markov Chain, help plz, VijaKhara
• complexity of integrals..., G. A. Edgar
  • Re: complexity of integrals..., Herman Rubin
• Need help with non linear differential system, someusername
  • Re: Need help with non linear differential system, A N Niel
  • Re: Need help with non linear differential system, Rod
    • Re: Need help with non linear differential system, someusername
• Constants of Minimal Area Film, Narasimham
• Markov Chains, Luis
  • Re: Markov Chains, George Varsamopoulos
    • Re: Markov Chains, Luis
    • Re: Markov Chains, Quinn Tyler Jackson
      • Re: Markov Chains, Quinn Tyler Jackson
      • Re: Markov Chains, Quinn Tyler Jackson
• Closed form for a summation, George Varsamopoulos
  • Re: Closed form for a summation, Ioannis
    • Re: Closed form for a summation, George Varsamopoulos
  • Message not available
    • Re: Closed form for a summation, Rob Johnson
• Besides quadratic residue, how to divide numbers into 2 groups irregularly, floodking
  • Re: Besides quadratic residue, how to divide numbers into 2 groups irregularly, Tonico
  • Re: Besides quadratic residue, how to divide numbers into 2 groups irregularly, Pubkeybreaker
  • Re: Besides quadratic residue, how to divide numbers into 2 groups irregularly, floodking
    • Re: Besides quadratic residue, how to divide numbers into 2 groups irregularly, Gerry Myerson
      • Re: Besides quadratic residue, how to divide numbers into 2 groups irregularly, Phil Carmody
    • Re: Besides quadratic residue, how to divide numbers into 2 groups irregularly, Pubkeybreaker
      • Re: Besides quadratic residue, how to divide numbers into 2 groups irregularly, floodking
      • Re: Besides quadratic residue, how to divide numbers into 2 groups irregularly, Pubkeybreaker
• ? svd and AX+XB=C, Cheng Cosine
• Equation for controlled fade, Nick
  • Re: Equation for controlled fade, [Mr.] Lynn Kurtz
• New mathematics/physical sciences positions at http://jobs.phds.org, October 23, 2006, PhDs . org Webmaster
• Sets and common border, vreddyp
  • Re: Sets and common border, Rupert
  • Re: Sets and common border, William Elliot
    • Re: Sets and common border, vreddyp
      • Re: Sets and common border, vreddyp
      • Re: Sets and common border, MoeBlee
      • Re: Sets and common border, Tony Orlow
      • Re: Sets and common border, Virgil
      • Re: Sets and common border, MoeBlee
      • Re: Sets and common border, vreddyp
      • Re: Sets and common border, MoeBlee
      • Re: Sets and common border, Tony Orlow
      • Re: Sets and common border, MoeBlee
      • Re: Sets and common border, Tony Orlow
      • Re: Sets and common border, Virgil
      • Re: Sets and common border, MoeBlee
      • Re: Sets and common border, Tony Orlow
      • Re: Sets and common border, Virgil
      • Re: Sets and common border, William Elliot
      • Re: Sets and common border, MoeBlee
      • Re: Sets and common border, William Elliot
      • Re: Sets and common border, vreddyp
      • [] Sets and common border, William Elliot
      • Re: Sets and common border, vreddyp
      • Re: Sets and common border, Virgil
      • Re: Sets and common border, vreddyp
      • Re: Sets and common border, Virgil
      • Re: Sets and common border, vreddyp
      • Re: Sets and common border, William Elliot
      • Re: Sets and common border, Tony Orlow
      • Re: Sets and common border, MoeBlee
      • Re: Sets and common border, Tony Orlow
      • Re: Sets and common border, MoeBlee
      • Re: Sets and common border, Ross A. Finlayson
      • Re: Sets and common border, Tony Orlow
      • Re: Sets and common border, MoeBlee
      • Re: Sets and common border, vreddyp
      • Re: Sets and common border, MoeBlee
      • Re: Sets and common border, vreddyp
• complexity of svds() and eigs() in MATLAB, Ch. AswaniKumar
  • Re: complexity of svds() and eigs() in MATLAB, Will Stirling
• Polynomials with integer coefficients which have Galois group Sn, ivanab
  • Re: Polynomials with integer coefficients which have Galois group Sn, Gene Ward Smith
  • Re: Polynomials with integer coefficients which have Galois group Sn, Rupert
    • Re: Polynomials with integer coefficients which have Galois group Sn, ivanab
      • Re: Polynomials with integer coefficients which have Galois group Sn, Rupert
• Help for identifying a li(x) like function (empirical datas), o
• Re: JSH: Whew!!!, Gerry Myerson
• Polynomial ring!, Gary Cooper
  • Re: Polynomial ring!, Rupert
    • Re: Polynomial ring!, Rupert
  • Re: Polynomial ring!, A N Niel
  • Re: Polynomial ring!, Peter L. Montgomery
• System of inequalities, adomplayer
  • Re: System of inequalities, Robert Israel
    • Re: System of inequalities, adomplayer
• JSH: the "published" paper he dosen't want you to know about, Karenia Brevis
  • Re: JSH: the "published" paper he dosen't want you to know about, Proginoskes
    • Re: JSH: the "published" paper he dosen't want you to know about, Jesse F. Hughes
      • Re: JSH: the "published" paper he dosen't want you to know about, Proginoskes
      • Re: JSH: the "published" paper he dosen't want you to know about, Jesse F. Hughes
• Maximal Ideals of Z_n, sonrisadejesus
  • Re: Maximal Ideals of Z_n, Rupert
    • Re: Maximal Ideals of Z_n, sonrisadejesus
      • Re: Maximal Ideals of Z_n, Rupert
      • Re: Maximal Ideals of Z_n, sonrisadejesus
      • Re: Maximal Ideals of Z_n, Rupert
      • Re: Maximal Ideals of Z_n, sonrisadejesus
• metric spaces,, vsgdp
  • Re: metric spaces,, William Elliot
  • Re: metric spaces,, Daniel Mayost
    • Re: metric spaces,, Robert Israel
      • Re: metric spaces,, Ronald Bruck
  • Re: metric spaces,, Jules
  • Re: metric spaces,, The World Wide Wade
• 3-point steiner tree, chhealey
  • Re: 3-point steiner tree, Robert Israel
  • <Possible follow-ups>
  • 3-point steiner tree, chhealey
    • Re: 3-point steiner tree, Robert Israel
• Tree metric decomposition algorithm ideas, thetza
• Goldbach Conjecture, bill
  • Re: Goldbach Conjecture, Stephen J. Herschkorn
  • Re: Goldbach Conjecture, Gerry Myerson
    • Re: Goldbach Conjecture, bill
      • Re: Goldbach Conjecture, Rick Decker
      • Re: Goldbach Conjecture, CH
      • Re: Goldbach Conjecture, bill
      • Re: Goldbach Conjecture, Ronald Bruck
      • Re: Goldbach Conjecture, bill
    • Re: Goldbach Conjecture, bill
      • Re: Goldbach Conjecture, Proginoskes
• Help with a point of intersection, russiandon
  • Re: Help with a point of intersection, Ignacio Larrosa Cañestro
  • Re: Help with a point of intersection, Virgil
• super^n helicies help, maneesh
  • Re: super^n helicies help, dl
• A general identity for equal sums of squares?, Gerry
  • Re: A general identity for equal sums of squares?, Robert Israel
• Middle School Math: teaching with calculators, Meah
  • Re: Middle School Math: teaching with calculators, Tim Norfolk
  • Re: Middle School Math: teaching with calculators, N. Silver
    • Re: Middle School Math: teaching with calculators, Bart Goddard
  • Re: Middle School Math: teaching with calculators, David Moran
    • Re: Middle School Math: teaching with calculators, William Elliot
    • Re: Middle School Math: teaching with calculators, Gene Ward Smith
      • Re: Middle School Math: teaching with calculators, David Moran
  • Re: Middle School Math: teaching with calculators, G. Kramer
    • Re: Middle School Math: teaching with calculators, William Elliot
      • Re: Middle School Math: teaching with calculators, G. Kramer
      • Re: Middle School Math: teaching with calculators, David Moran
      • Re: Middle School Math: teaching with calculators, Meah
      • Re: Middle School Math: teaching with calculators, Meah
• "fields" with a noncommutative addition ?, 2Pac
  • Re: "fields" with a noncommutative addition ?, Arturo Magidin
    • Re: "fields" with a noncommutative addition ?, 2Pac
      • Re: "fields" with a noncommutative addition ?, Arturo Magidin
      • Re: "fields" with a noncommutative addition ?, 2Pac
      • Re: "fields" with a noncommutative addition ?, 2Pac
• signal to noise ratio?, oercim
  • Re: signal to noise ratio?, Phil Freedenberg
  • Re: signal to noise ratio?, Brenneman
    • Re: signal to noise ratio?, oercim
• Proofs with Convex Functions..., OnderHazaroglu
  • Re: Proofs with Convex Functions..., Fedor
  • Re: Proofs with Convex Functions..., jseppa17@xxxxxxxxx
• modifying mahalanobis distance, shaobo hou
  • Re: modifying mahalanobis distance, shaobo hou
  • Re: modifying mahalanobis distance, Ray Koopman
    • Re: modifying mahalanobis distance, shaobo hou
      • Re: modifying mahalanobis distance, Ray Koopman
      • Re: modifying mahalanobis distance, shaobo hou
      • Re: modifying mahalanobis distance, Ray Koopman
      • Re: modifying mahalanobis distance, shaobo hou
      • Re: modifying mahalanobis distance, Ray Koopman
      • Re: modifying mahalanobis distance, shaobo hou
      • Re: modifying mahalanobis distance, Ray Koopman
      • Re: modifying mahalanobis distance, shaobo hou
      • Re: modifying mahalanobis distance, Ray Koopman
      • Re: modifying mahalanobis distance, shaobo hou
      • Re: modifying mahalanobis distance, Ray Koopman
      • Re: modifying mahalanobis distance, shaobo hou
      • Re: modifying mahalanobis distance, Ray Koopman
      • Re: modifying mahalanobis distance, shaobo hou
      • Re: modifying mahalanobis distance, Ray Koopman
      • Re: modifying mahalanobis distance, shaobo hou
      • Re: modifying mahalanobis distance, Ray Koopman
      • Re: modifying mahalanobis distance, shaobo hou
      • Re: modifying mahalanobis distance, Ray Koopman
      • Re: modifying mahalanobis distance, shaobo hou
      • Re: modifying mahalanobis distance, Ray Koopman
      • Re: modifying mahalanobis distance, shaobo hou
• Measure Theory Problem?, Brenneman
• semisimple algebras, oferlock
  • Re: semisimple algebras, Timothy Murphy
    • Re: semisimple algebras, oferlock
      • Re: semisimple algebras, Timothy Murphy
      • Re: semisimple algebras, oferlock
      • Re: semisimple algebras, magya_bloom@xxxxxxxxx
• a short but very puzzling problem, yanqiqi@xxxxxxxxx
  • Re: a short but very puzzling problem, Jim Black
    • Re: a short but very puzzling problem, yanqiqi@xxxxxxxxx
  • Re: a short but very puzzling problem, Valeriu Anisiu
• Smallest integral domain to have the same qoutient field., Jose Capco
  • Re: Smallest integral domain to have the same qoutient field., Pinu
  • Re: Smallest integral domain to have the same qoutient field., Jannick Asmus
  • Re: Smallest integral domain to have the same qoutient field., Herman Rubin
    • Re: Smallest integral domain to have the same qoutient field., Jannick Asmus
  • Re: Smallest integral domain to have the same qoutient field., Hagen
  • Re: Smallest integral domain to have the same qoutient field., Hagen
  • Re: Smallest integral domain to have the same qoutient field., Hagen
  • Re: Smallest integral domain to have the same qoutient field., Jose Capco
    • Re: Smallest integral domain to have the same qoutient field., Jannick Asmus
    • Re: Smallest integral domain to have the same qoutient field., Hagen
• Statistical Challenges and Advances in Brain Science, Statistica Sinica
• Proof that counting is valid?, bogus61847688
  • Re: Proof that counting is valid?, Proginoskes
    • Re: Proof that counting is valid?, David C . Ullrich
      • Re: Proof that counting is valid?, A N Niel
      • Re: Proof that counting is valid?, Herman Rubin
  • Re: Proof that counting is valid?, imaginatorium
    • Re: Proof that counting is valid?, Dave Seaman
      • Re: Proof that counting is valid?, imaginatorium
      • Re: Proof that counting is valid?, Dave Seaman
      • Re: Proof that counting is valid?, Herman Rubin
      • Re: Proof that counting is valid?, Dave Seaman
      • Re: Proof that counting is valid?, Herman Rubin
      • Re: Proof that counting is valid?, Dave Seaman
  • Re: Proof that counting is valid?, Stephen Montgomery-Smith
    • Re: Proof that counting is valid?, Dave Seaman
      • Re: Proof that counting is valid?, Stephen Montgomery-Smith
      • Re: Proof that counting is valid?, Dave Seaman
    • Re: Proof that counting is valid?, Michael Press
      • Re: Proof that counting is valid?, Stephen Montgomery-Smith
      • Re: Proof that counting is valid?, Dave Seaman
      • Re: Proof that counting is valid?, fernando revilla
      • Re: Proof that counting is valid?, Dave Seaman
      • Re: Proof that counting is valid?, fernando revilla
      • Re: Proof that counting is valid?, Dave Seaman
      • Re: Proof that counting is valid?, fernando revilla
      • Re: Proof that counting is valid?, fishfry
      • Re: Proof that counting is valid?, fernando revilla
      • Re: Proof that counting is valid?, Michael Press
      • Re: Proof that counting is valid?, fernando revilla
      • Re: Proof that counting is valid?, Dave Seaman
  • Re: Proof that counting is valid?, Stephen J. Herschkorn
    • Re: Proof that counting is valid?, Michael Press
      • Re: Proof that counting is valid?, Stephen J. Herschkorn
  • Re: Proof that counting is valid?, Herman Rubin
  • Re: Proof that counting is valid?, T.H. Ray
    • Re: Proof that counting is valid?, Dave Seaman
      • Re: Proof that counting is valid?, T.H. Ray
      • Re: Proof that counting is valid?, Dave Seaman
      • Re: Proof that counting is valid?, T.H. Ray
      • Re: Proof that counting is valid?, Dave Seaman
  • Re: Proof that counting is valid?, Ben Rudiak-Gould
    • Re: Proof that counting is valid?, T.H. Ray
  • Re: Proof that counting is valid?, Proginoskes
• JSH: The world is dying, jstevh
  • Re: JSH: The world is dying, Rupert
  • Re: JSH: The world is dying, Proginoskes
  • Re: The world is dying, David Moran
  • Re: JSH: The world is dying, David C . Ullrich
    • Re: JSH: The world is dying, ab
  • Re: The world is dying, Anabaena Microcystis
• the lattice of subspaces,, vsgdp
  • Re: the lattice of subspaces,, Tomekstasiowski@xxxxxxxxxxxx
  • Re: the lattice of subspaces,, William Elliot
    • Re: the lattice of subspaces,, rusty
      • Re: the lattice of subspaces,, William Elliot
    • Re: the lattice of subspaces,, vsgdp
    • Re: the lattice of subspaces,, galathaea
  • Re: the lattice of subspaces,, Arturo Magidin
    • [] the lattice of subspaces,, William Elliot
• Lens Algebra, vreddyp
  • Re: Lens Algebra, vreddyp
    • Re: Lens Algebra, Tomekstasiowski@xxxxxxxxxxxx
  • Re: Lens Algebra, William Elliot
    • Re: Lens Algebra, vreddyp
      • Re: Lens Algebra, vreddyp
      • Re: Lens Algebra, vreddyp
      • Re: Lens Algebra, William Elliot
      • Re: Lens Algebra, vreddyp
      • Re: Lens Algebra, William Elliot
      • Re: Lens Algebra, vreddyp
      • Re: Lens Algebra, vreddyp
      • Re: Lens Algebra, William Elliot
      • Re: Lens Algebra, vreddyp
      • Re: Lens Algebra, William Elliot
• Problem with a derivation tree, anandr86
  • Re: Problem with a derivation tree, Tomekstasiowski@xxxxxxxxxxxx
  • Re: Problem with a derivation tree, William Elliot
    • Re: Problem with a derivation tree, David C . Ullrich
      • Re: Problem with a derivation tree, William Elliot
• Parse tree problem, anandr86
  • Re: Parse tree problem, Tomekstasiowski@xxxxxxxxxxxx
  • Re: Parse tree problem, Dave Seaman
  • Re: Parse tree problem, Michael
• complex analysis with open mapping theorem., mina_world
  • Re: complex analysis with open mapping theorem., smn
    • Re: complex analysis with open mapping theorem., Tomekstasiowski@xxxxxxxxxxxx
• Reduction of integration, Jon Slaughter
  • Re: Reduction of integration, Tomekstasiowski@xxxxxxxxxxxx
• ? bases for a mapping, Cheng Cosine
  • Re: ? bases for a mapping, Tomekstasiowski@xxxxxxxxxxxx
  • Re: ? bases for a mapping, Shmuel (Seymour J.) Metz
    • Re: ? bases for a mapping, Cheng Cosine
      • Re: ? bases for a mapping, Cheng Cosine
• Bounded Function Bounded derivative, Rafael Ortega
  • Re: Bounded Function Bounded derivative, Dave L. Renfro
    • Re: Bounded Function Bounded derivative, Rafael Ortega
      • Re: Bounded Function Bounded derivative, Tomekstasiowski@xxxxxxxxxxxx
• Composition of measurable functions, Julien Santini
  • Re: Composition of measurable functions, Tomekstasiowski@xxxxxxxxxxxx
• Sum of two measurable sets, Julien Santini
  • Re: Sum of two measurable sets, Dave L. Renfro
    • Re: Sum of two measurable sets, Dave L. Renfro
      • Re: Sum of two measurable sets, Tomekstasiowski@xxxxxxxxxxxx
• Re: Solomon Golomb's Self-referencing Sequence, A N Niel
  • <Possible follow-ups>
  • Re: Solomon Golomb's Self-referencing Sequence, Mitch
    • Re: Solomon Golomb's Self-referencing Sequence, MattB
      • Re: Solomon Golomb's Self-referencing Sequence, Mitch
• ? how likely a player shall win a game, Cheng Cosine
  • Re: ? how likely a player shall win a game, Tomekstasiowski@xxxxxxxxxxxx
    • Re: ? how likely a player shall win a game, Proginoskes
  • Re: ? how likely a player shall win a game, Proginoskes
    • Re: ? how likely a player shall win a game, Jose Capco
• random vector space question..., sg552
  • Re: random vector space question..., Jules
    • Re: random vector space question..., Tomekstasiowski@xxxxxxxxxxxx
• linear combination of periodic function into sine or cosine functions, rxvtcalc
• Vector field from tangent space, bluelabel
  • Re: Vector field from tangent space, Stephen Montgomery-Smith
    • Re: Vector field from tangent space, Tomekstasiowski@xxxxxxxxxxxx
• The distribution of a sum of independent gamma random variables with different rate parameters, cvikram
  • Re: The distribution of a sum of independent gamma random variables with different rate parameters, danheyman@xxxxxxxxx
• fourier transform, rxvtcalc
  • Re: fourier transform, Richard Mathar
    • Re: fourier transform, rxvtcalc
    • Re: fourier transform, rxvtcalc
• Characterization of open quasicompact in a spectrum, Jose Capco
  • Re: Characterization of open quasicompact in a spectrum, Jannick Asmus
    • Re: Characterization of open quasicompact in a spectrum, Jose Capco
      • Re: Characterization of open quasicompact in a spectrum, Jannick Asmus
      • Re: Characterization of open quasicompact in a spectrum, Jose Capco
      • Re: Characterization of open quasicompact in a spectrum, Jannick Asmus
• Re: Posts that should never be responded to ..., G.E. Ivey
  • Re: Posts that should never be responded to ..., The Ghost In The Machine
• Prob/stats: "experiment" vs. "trial", Luke Wu
• help with recurrence relation, Arthur Dent
  • Re: help with recurrence relation, eKo1
    • Re: help with recurrence relation, Gene Ward Smith
    • Re: help with recurrence relation, Arthur Dent
  • Re: help with recurrence relation, G.E. Ivey
    • Re: help with recurrence relation, Arthur Dent
      • Re: help with recurrence relation, Proginoskes
• About the proof that L1 is the dual of c0, nkorppi
  • Re: About the proof that L1 is the dual of c0, A N Niel
  • Re: About the proof that L1 is the dual of c0, [Mr.] Lynn Kurtz
    • Re: About the proof that L1 is the dual of c0, Stephen Montgomery-Smith
      • Re: About the proof that L1 is the dual of c0, nkorppi
      • Re: About the proof that L1 is the dual of c0, [Mr.] Lynn Kurtz
  • Re: About the proof that L1 is the dual of c0, David C . Ullrich
• algebra with normal subgroup., mina_world
  • Re: algebra with normal subgroup., José Carlos Santos
    • Re: algebra with normal subgroup., mina_world
• learn maths, physics and statisics via the net, lassedaghenriksen
  • <Possible follow-ups>
  • learn maths, physics and statisics via the net, lassedaghenriksen
    • Re: learn maths, physics and statisics via the net, David Moran
      • Re: learn maths, physics and statisics via the net, William Elliot
• Is it true?, John Schutkeker
  • Re: Is it true?, José Carlos Santos
  • <Possible follow-ups>
  • is it true?, VijaKhara
    • Re: is it true?, Jules
      • Re: is it true?, Tomekstasiowski@xxxxxxxxxxxx
• looking for an example - invariant subspace, figurt
  • Re: looking for an example - invariant subspace, Tonico
• Is there any application of this finding in matrix form?, Thomas Walker
  • Re: Is there any application of this finding in matrix form?, G. A. Edgar
  • Re: Is there any application of this finding in matrix form?, Gottfried Helms
• Optimization problem... closed form solution?, hmobahi
• How to reverse a tangential algorithm, Bart Van der Donck
  • Re: How to reverse a tangential algorithm, Daniel Mayost
  • Re: How to reverse a tangential algorithm, James Waldby
    • Re: How to reverse a tangential algorithm, Bart Van der Donck
• [ANN] xmlBlueprint XML Editor 4.2 supports MathML and SVG, xmlBlueprint Team
  • Re: [ANN] xmlBlueprint XML Editor 4.2 supports MathML and SVG, Phil Carmody
• bored, weberd08
  • Re: bored, William Elliot
• Solution for The Great Snowplow Chase, jaisol
• interesection of minimal primes, Jose Capco
  • Re: interesection of minimal primes, Jannick Asmus
    • Re: interesection of minimal primes, Jose Capco
      • Re: interesection of minimal primes, Jose Capco
      • Re: interesection of minimal primes, Jose Capco
      • Re: interesection of minimal primes, Jannick Asmus
• Relationship between rank(A) and rank(A^k), Lynn
  • Re: Relationship between rank(A) and rank(A^k), kunzmilan
    • Re: Relationship between rank(A) and rank(A^k), Gottfried Helms
    • Re: Relationship between rank(A) and rank(A^k), Jannick Asmus
  • Re: Relationship between rank(A) and rank(A^k), Jannick Asmus
    • Re: Relationship between rank(A) and rank(A^k), Lynn
      • Re: Relationship between rank(A) and rank(A^k), Jannick Asmus
  • Re: Relationship between rank(A) and rank(A^k), Karl Forsberg
• Re: JSH: Direct demonstration of contradiction, miguel
  • Re: JSH: Direct demonstration of contradiction, Gib Bogle
  • Re: JSH: Direct demonstration of contradiction, Jesse F. Hughes
  • <Possible follow-ups>
  • Re: JSH: Direct demonstration of contradiction, Jesse F. Hughes
    • Re: JSH: Direct demonstration of contradiction, jstevh
      • Re: JSH: Direct demonstration of contradiction, Jesse F. Hughes
• Application of Law of Large Numbers, Brenneman
  • Re: Application of Law of Large Numbers, Herman Rubin
    • Re: Application of Law of Large Numbers, Brenneman
• Presentation of SL(2,Z), Larry Hammick
  • Re: Presentation of SL(2,Z),
    • Re: Presentation of SL(2,Z), Larry Hammick
    • Re: Presentation of SL(2,Z), Timothy Murphy
      • Re: Presentation of SL(2,Z), Larry Hammick
• Summing infinite series, dearcilla
  • Re: Summing infinite series, Gene Ward Smith
    • Re: Summing infinite series, Gerry Myerson
  • Re: Summing infinite series, snapdragon31
  • Re: Summing infinite series, kilian heckrodt
  • Re: Summing infinite series, Badger
  • Re: Summing infinite series, Gottfried Helms
  • Re: Summing infinite series, Gottfried Helms
  • Re: Summing infinite series, mathedman
  • Re: Summing infinite series, dearcilla
  • Message not available
    • Re: Summing infinite series, Gerry Myerson
• JSH: Take a breath, jstevh
  • Re: Take a breath, David Moran
  • Re: JSH: Take a breath, Tim Peters
  • Re: JSH: Take a breath, Rupert
    • Re: JSH: Take a breath, jstevh
      • Re: JSH: Take a breath, Rupert
      • Re: JSH: Take a breath, Tim Peters
      • Re: JSH: Take a breath, Rupert
      • Re: JSH: Take a breath, jstevh
      • Re: JSH: Take a breath, Aatu Koskensilta
      • Re: JSH: Take a breath, jstevh
      • Re: JSH: Take a breath, Rupert
      • Re: JSH: Take a breath, Proginoskes
      • Re: JSH: Take a breath, Tim Peters
      • Re: JSH: Take a breath, Aatu Koskensilta
      • Re: JSH: Take a breath, jstevh
      • Re: JSH: Take a breath, gjedwards
      • Re: JSH: Take a breath, jstevh
      • Re: JSH: Take a breath, gjedwards
      • Re: JSH: Take a breath, jstevh
      • Re: JSH: Take a breath, gjedwards
      • Re: JSH: Take a breath, Proginoskes
      • Re: JSH: Take a breath, aatu . koskensilta
      • Re: JSH: Take a breath, David Moran
      • Re: JSH: Take a breath, Rupert
      • Re: JSH: Take a breath, David Moran
      • Re: JSH: Take a breath, jstevh
      • Re: JSH: Take a breath, Rupert
      • Re: JSH: Take a breath, Tim Peters
      • Re: JSH: Take a breath, Tim Peters
      • Re: JSH: Take a breath, Arturo Magidin
      • Re: JSH: Take a breath, Tim Peters
      • Re: JSH: Take a breath, Arturo Magidin
      • Re: JSH: Take a breath, gjedwards
      • Re: JSH: Take a breath, Anabaena Microcystis
  • Re: Take a breath, Karenia Brevis
  • Re: JSH: Take a breath, Proginoskes
  • Re: JSH: Take a breath, miguel
• terminated sequence in finite steps, diablo
  • Re: terminated sequence in finite steps, A N Niel
    • Re: terminated sequence in finite steps, diablo
    • Re: terminated sequence in finite steps, Gerry Myerson
• iq test, Mike
• Homotopy group of the quotient SU(n)/SO(n), morningstar
• Topology database, Ry
  • Re: Topology database, Poopelmate5753
  • Re: Topology database, William Elliot
• The Toft Problem, bill
• Universal Algebra Question, Snis Pilbor
  • Re: Universal Algebra Question, Arturo Magidin
    • Re: Universal Algebra Question, Snis Pilbor
      • Re: Universal Algebra Question, Arturo Magidin
• product of continuous functions is a continuous function, jennifer
  • Re: product of continuous functions is a continuous function, Jules
    • Re: product of continuous functions is a continuous function, jennifer
  • Re: product of continuous functions is a continuous function, Michael
    • Re: product of continuous functions is a continuous function, jennifer
      • Re: product of continuous functions is a continuous function, Michael
• what is the condition for a function to have a minimum?, VijaKhara
  • Re: what is the condition for a function to have a minimum?, Robert Israel
  • Re: what is the condition for a function to have a minimum?, Proginoskes
  • Re: what is the condition for a function to have a minimum?, Proginoskes
    • Re: what is the condition for a function to have a minimum?, VijaKhara
  • Message not available
    • Re: what is the condition for a function to have a minimum?, VijaKhara
• Isoperimetric problem of CMC surfaces, Narasimham
• isodiamedric inequality ?, Fedor
• linear algebra problem, bigh2000
  • Re: linear algebra problem, Robert Israel
  • Re: linear algebra problem, Zdislav V. Kovarik
    • Re: linear algebra problem, bigh2000
      • Re: linear algebra problem, Robert Israel
      • Re: linear algebra problem, bigh2000
• analysis with uniformly continuous./, mina_world
  • Re: analysis with uniformly continuous./, The World Wide Wade
    • Re: analysis with uniformly continuous./, mina_world
      • Re: analysis with uniformly continuous./, mina_world
• A final statement, hagen
• Hermitian matrices question, James
  • Re: Hermitian matrices question, José Carlos Santos
  • Re: Hermitian matrices question, Jannick Asmus
  • Re: Hermitian matrices question, Zdislav V. Kovarik
• free easy to use word checker/dictionary, kevin bailey
• Query re program to use to evaluate rational function of polynomials in "t", Diana
  • Re: Query re program to use to evaluate rational function of polynomials in "t", Proginoskes
• x^3=3 mod p (cubic reciprocity), Crios
  • Re: x^3=3 mod p (cubic reciprocity), James Waldby
    • Re: x^3=3 mod p (cubic reciprocity), Gerry Myerson
      • Re: x^3=3 mod p (cubic reciprocity), Crios
      • Re: x^3=3 mod p (cubic reciprocity), thecommutator
      • Re: x^3=3 mod p (cubic reciprocity), thecommutator
      • j-functions and reciprocity theorems, Crios
• irreducible varieties in C[x,y], eugene
  • Re: irreducible varieties in C[x,y], Jannick Asmus
  • Re: irreducible varieties in C[x,y], Kira Yamato
• Lense Operations, vreddyp
  • Re: Lense Operations, William Elliot
    • Re: Lens Operations, vreddyp
      • Re: Lens Operations, vreddyp
      • Re: Lens Operations, William Elliot
      • Re: Lens Operations, William Elliot
      • Re: Lens Operations, vreddyp
      • Lens Operations, William Elliot
      • Re: Lens Operations, vreddyp
    • Re: Lense Operations, vreddyp
  • Re: Lense Operations, James Dolan
    • Re: Lense Operations, vreddyp
      • Re: Lense Operations, Ted Hwa
      • Re: Lense Operations, vreddyp
• Equivalency Function, Ross A. Finlayson
  • Re: Equivalency Function, Ross A. Finlayson
    • Re: Equivalency Function, Ross A. Finlayson
• Re: Guy Macon's Longest Possible Game Of Chess Calculation, Ray Johnstone
  • Re: Guy Macon's Longest Possible Game Of Chess Calculation, Proginoskes
    • Re: Guy Macon's Longest Possible Game Of Chess Calculation, Ray Johnstone
    • Re: Guy Macon's Longest Possible Game Of Chess Calculation, Michael Press
• Sum of two normal matrices, peter_roinge
  • Re: Sum of two normal matrices, José Carlos Santos
  • Re: Sum of two normal matrices, peter_roinge
    • Re: Sum of two normal matrices, José Carlos Santos
  • Re: Sum of two normal matrices, peter_roinge
• algebraic extension, Meg Weiss
  • Re: algebraic extension, Kira Yamato
    • Re: algebraic extension, Jannick Asmus
      • Re: algebraic extension, Kira Yamato
      • Re: algebraic extension, Jannick Asmus
      • Re: algebraic extension, Meg Weiss
      • Re: algebraic extension, Arturo Magidin
      • Re: algebraic extension, Meg Weiss
      • Re: algebraic extension, Arturo Magidin
      • Re: algebraic extension, Meg Weiss
      • Re: algebraic extension, Arturo Magidin
• How to prove it!, christopher
  • Re: How to prove it!, Kira Yamato
    • Re: How to prove it!, Proginoskes
      • Re: How to prove it!, bill
      • Re: How to prove it!, Proginoskes
      • Re: How to prove it!, bill
      • Re: How to prove it!, christopher
      • Re: How to prove it!, bot
      • Re: How to prove it!, bill
    • Re: How to prove it!, bot
      • Re: How to prove it!, bill
      • Message not available
      • Message not available
      • Re: How to prove it!, Virgil
      • Re: How to prove it!, bill
      • Re: How to prove it!, Virgil
• probability of a dummy pops up, christopher
• ? N eqns and N unknowns, Cheng Cosine
  • Re: ? N eqns and N unknowns, G. Kramer
  • Re: ? N eqns and N unknowns, Robert Israel
• Limit Points and Arbitrary Unions/Isections, rod
  • Re: Limit Points and Arbitrary Unions/Isections, Jules
    • Re: Limit Points and Arbitrary Unions/Isections, rod
• Cantor Isect Thm, rod
  • Re: Cantor Isect Thm, José Carlos Santos
    • Re: Cantor Isect Thm, publiosulpicio@xxxxxxxxx
• Solutions of this polynomial (degree of 5), hmobahi
  • Re: Solutions of this polynomial (degree of 5), Proginoskes
    • Re: Solutions of this polynomial (degree of 5), secondmouse
      • Re: Solutions of this polynomial (degree of 5), hmobahi
  • Re: Solutions of this polynomial (degree of 5), Peter L. Montgomery
    • Re: Solutions of this polynomial (degree of 5), hmobahi
• ? basic PC theory, Cheng Cosine
• Egyptian fractions conjecture., Bill Taylor
  • Re: Egyptian fractions conjecture., Gerry Myerson
    • Re: Egyptian fractions conjecture., Bill Taylor
      • Re: Egyptian fractions conjecture., Gerry Myerson
      • Re: Egyptian fractions conjecture., Lee Rudolph
      • Re: Egyptian fractions conjecture., Gerry Myerson
      • Re: Egyptian fractions conjecture., Gerard Schildberger
      • Re: Egyptian fractions conjecture., Bill Taylor
• Re: test please ignor this mail, Proginoskes
  • Re: test please ignor this mail, ooo
  • Re: test please ignor this mail, Dave L. Renfro
    • Re: test please ignor this mail, Proginoskes
  • <Possible follow-ups>
  • Re: test please ignor this mail, David Ames
    • Re: test please ignor this mail, ooo
• book for algebraic geometry, magya_bloom@xxxxxxxxx
  • Re: book for algebraic geometry, Kira Yamato
    • Re: book for algebraic geometry, magya_bloom@xxxxxxxxx
• How many finite groups?, Jason Pawloski
  • Re: How many finite groups?, Proginoskes
    • Re: How many finite groups?, Jason Pawloski
      • Re: How many finite groups?, Proginoskes
      • Re: How many finite groups?, Jason Pawloski
      • Re: How many finite groups?, A Nony Mous
      • Re: How many finite groups?, A Nony Mous
      • Re: How many finite groups?, Proginoskes
      • Re: How many finite groups?,
      • Re: How many finite groups?, Jason Pawloski
      • Re: How many finite groups?, Arturo Magidin
      • Re: How many finite groups?, Proginoskes
      • Re: How many finite groups?, Geoff Harland
      • Re: How many finite groups?, Arturo Magidin
      • Re: How many finite groups?, Geoff Harland
      • Re: How many finite groups?, Arturo Magidin
      • Re: How many finite groups?, Geoff Harland
      • Re: How many finite groups?, Proginoskes
      • Re: How many finite groups?, Gerry Myerson
      • Re: How many finite groups?, Proginoskes
      • Re: How many finite groups?, rusty
      • Re: How many finite groups?, Geoff Harland
      • Re: How many finite groups?, Proginoskes
      • Re: How many finite groups?, Arturo Magidin
      • Re: How many finite groups?, Mitch
      • Re: How many finite groups?, Arturo Magidin
      • Re: How many finite groups?, Arturo Magidin
      • Re: How many finite groups?, Mitch
      • Re: How many finite groups?, Arturo Magidin
      • Re: How many finite groups?, Derek Holt
      • Re: How many finite groups?, Derek Holt
      • Re: How many finite groups?, Derek Holt
  • Re: How many finite groups?, Jason Pawloski
    • Re: How many finite groups?, Rupert
  • Re: How many finite groups?, Tonico
    • Re: How many finite groups?, Wim Benthem
      • Re: How many finite groups?, Tonico
  • Re: How many finite groups?, Gene Ward Smith
    • Re: How many finite groups?, Lee Rudolph
• non-linear least squares methods?, lgreg.meredith@xxxxxxxxxxxxxxxxx
• A sq. matrix, does A^4 = 0 => A^2 = 0?, G Patel
  • Re: A sq. matrix, does A^4 = 0 => A^2 = 0?, Daniel Mayost
  • Re: A sq. matrix, does A^4 = 0 => A^2 = 0?, Proginoskes
    • Re: A sq. matrix, does A^4 = 0 => A^2 = 0?, G Patel
  • Re: A sq. matrix, does A^4 = 0 => A^2 = 0?, Virgil
• Infinity equals one, nin_o_mas
  • Re: Infinity equals one, MoeBlee
    • Re: Infinity equals one, ganymede . jupiter
    • Re: Infinity equals one, Ross A. Finlayson
  • Re: Infinity equals one, David R Tribble
  • Re: Infinity equals one, The World Wide Wade
  • Re: Infinity equals one, ooo
  • Re: Infinity equals one, Ben Rudiak-Gould
  • Re: Infinity equals one, dcorbit
  • Re: Infinity equals one, danheyman@xxxxxxxxx
    • Re: Infinity equals one, Hero
  • Re: Infinity equals one, Tony Orlow
    • Re: Infinity equals one, MoeBlee
      • Re: Infinity equals one, Tony Orlow
      • Re: Infinity equals one, MoeBlee
  • Re: Infinity equals one, John Coleman
  • Re: Infinity equals one, fernando revilla
    • Re: Infinity equals one, fernando revilla
• ? matrix equalities, Cheng Cosine
  • Re: ? matrix equalities, Robert Israel
• Automorphisms of the Klein curve, no-email
  • Re: Automorphisms of the Klein curve, M.J.T. Guy
    • Re: Automorphisms of the Klein curve, Lee Rudolph
  • Re: Automorphisms of the Klein curve, victor_meldrew_666
    • Re: Automorphisms of the Klein curve, no-email
      • Re: Automorphisms of the Klein curve, Timothy Murphy
      • Re: Automorphisms of the Klein curve, victor_meldrew_666
• Right Triangle, Deep
  • Re: Right Triangle, Robert Israel
    • Re: Right Triangle, Deep
      • Re: Right Triangle, Robert Israel
• Re: 0-60 mph distance, Tship
  • Re: 0-60 mph distance, mensanator@xxxxxxxxxxx
  • Re: 0-60 mph distance, M Rath
    • Re: 0-60 mph distance, M Rath
      • Re: 0-60 mph distance, Mark Nudelman
      • Re: 0-60 mph distance, M Rath
      • Re: 0-60 mph distance, Keith A. Lewis
    • Re: 0-60 mph distance, Tship
      • Re: 0-60 mph distance, Michael Stemper
• Limit of two variables, knash2
  • Re: Limit of two variables, Daniel Mayost
  • Re: Limit of two variables, Ignacio Larrosa Cañestro
  • Re: Limit of two variables, Ronald Bruck
  • Re: Limit of two variables, Zdislav V. Kovarik
  • Re: Limit of two variables, Proginoskes
    • Re: Limit of two variables, The World Wide Wade
• Conjecture regarding Hamming correlation of linearly independent binary vectors, emamosama
• Re: Attempts to Refute Cantor's Uncountability Proof?, Jesse F. Hughes
  • Re: Attempts to Refute Cantor's Uncountability Proof?, Jesse F. Hughes
• Cantor ternary set revisited, jennifer
  • Re: Cantor ternary set revisited, Arturo Magidin
    • Re: Cantor ternary set revisited, jennifer
  • Re: Cantor ternary set revisited, The World Wide Wade
• Uniform continuity of x, jennifer
  • Re: Uniform continuity of x, Jules
    • Re: Uniform continuity of x, jennifer
• Given matrix ,X and vectors y, w solve for T in Y=XTw, George Smith
• Re: FFT spectral analysis using excel, Russ
• Re: Is string theory bad and bogus pseudo-physics?, kilian heckrodt
• Prime ideals in the ring of continuous functions, Sasha P
  • Re: Prime ideals in the ring of continuous functions, David C. Ullrich
    • Re: Prime ideals in the ring of continuous functions, Sasha P
      • Re: Prime ideals in the ring of continuous functions, David C . Ullrich
  • Re: Prime ideals in the ring of continuous functions, Jannick Asmus
    • Re: Prime ideals in the ring of continuous functions, Arturo Magidin
      • Re: Prime ideals in the ring of continuous functions, Jannick Asmus
    • Re: Prime ideals in the ring of continuous functions, Sasha P
      • Re: Prime ideals in the ring of continuous functions, Rupert
      • Re: Prime ideals in the ring of continuous functions, Rupert
      • Re: Prime ideals in the ring of continuous functions, Rupert
      • Re: Prime ideals in the ring of continuous functions, Rupert
      • Re: Prime ideals in the ring of continuous functions, gowan4@xxxxxxxxxxx
      • Re: Prime ideals in the ring of continuous functions, Sasha P
      • Re: Prime ideals in the ring of continuous functions, Arturo Magidin
      • Re: Prime ideals in the ring of continuous functions, Sasha P
      • Re: Prime ideals in the ring of continuous functions, Arturo Magidin
      • Re: Prime ideals in the ring of continuous functions, Sasha P
      • Re: Prime ideals in the ring of continuous functions, Jannick Asmus
      • Re: Prime ideals in the ring of continuous functions, Timothy Murphy
      • Re: Prime ideals in the ring of continuous functions, Sasha P
      • Re: Prime ideals in the ring of continuous functions, Robert Sheskey
      • Re: Prime ideals in the ring of continuous functions, Jannick Asmus
      • Re: Prime ideals in the ring of continuous functions, Arturo Magidin
      • Re: Prime ideals in the ring of continuous functions, Robert Israel
      • Re: Prime ideals in the ring of continuous functions, Jannick Asmus
      • Re: Prime ideals in the ring of continuous functions, Arturo Magidin
• sceince, best_yunus
• fast inversion of matrix with diagonal update, shaobo hou
  • Re: fast inversion of matrix with diagonal update, Robert Israel
  • Re: fast inversion of matrix with diagonal update, Sandi . Eastham
• Online Matrix Calculator, Trifon
  • Re: Online Matrix Calculator, David T. Ashley
    • Re: Online Matrix Calculator, Trifon
      • Re: Online Matrix Calculator, David T. Ashley
      • Re: Online Matrix Calculator, Trifon
• math editing software, info
• Riemann-Roch Question, canada050704
  • Re: Riemann-Roch Question, Timothy Murphy
  • Re: Riemann-Roch Question, Hagen
    • Re: Riemann-Roch Question, canada050704
      • Re: Riemann-Roch Question, Hagen
      • Re: Riemann-Roch Question, Jyrki Lahtonen
      • Re: Riemann-Roch Question, Hagen
      • Re: Riemann-Roch Question, canada050704
      • Re: Riemann-Roch Question, Hagen
• Sir Thomas Harriet = ?, alex.lupas
  • Re: Sir Thomas Harriet = ?, John Bailey
    • Re: Sir Thomas Harriet = ?, Peter Luschny
  • Re: Sir Thomas Harriet = ?, José Carlos Santos
  • Re: Sir Thomas Harriet = ?, Robert Israel
    • Re: Sir Thomas Harriet = ?, Hero
      • Re: Sir Thomas Harriet = ?, Hero
      • Re: Sir Thomas Harriet = ?, alex.lupas
• ln(2)/2 proof, far2hybrid
  • Re: ln(2)/2 proof, Proginoskes
    • Re: ln(2)/2 proof, David C . Ullrich
      • Re: ln(2)/2 proof, Proginoskes
      • Re: ln(2)/2 proof, far2hybrid
      • Re: ln(2)/2 proof, David C . Ullrich
      • Re: ln(2)/2 proof, far2hybrid
      • Re: ln(2)/2 proof, far2hybrid
      • Re: ln(2)/2 proof, Rob Johnson
      • Re: ln(2)/2 proof, Rob Johnson
      • Re: ln(2)/2 proof, David C . Ullrich
      • Re: ln(2)/2 proof, alainverghote@xxxxxxxx
      • Re: ln(2)/2 proof, far2hybrid
      • Re: ln(2)/2 proof, far2hybrid
      • Re: ln(2)/2 proof, David C . Ullrich
      • Message not available
      • Re: ln(2)/2 proof, rancidmoth
      • Re: ln(2)/2 proof, rancid moth
      • Re: ln(2)/2 proof, far2hybrid
  • Re: ln(2)/2 proof, David C . Ullrich
  • Re: ln(2)/2 proof, Ignacio Larrosa Cañestro
  • Re: ln(2)/2 proof, Mitch
    • Re: ln(2)/2 proof, G. A. Edgar
    • Re: ln(2)/2 proof, Proginoskes
• This is only mathematics to God, or, questions for a fallen soldier..., snowsgood
• Ramanujan&Co/Bound for a sum, alex.lupas
  • Re: Ramanujan&Co/Bound for a sum, Gottfried Helms
    • Re: Ramanujan&Co/Bound for a sum, alex.lupas
  • Re: Ramanujan&Co/Bound for a sum, M.J.T. Guy
• accumulation points,, vsgdp
  • Re: accumulation points,, Virgil
  • Re: accumulation points,, William Elliot
• Curvature of all spheres, Larry Giller
  • Re: Curvature of all spheres, Virgil
    • Re: Curvature of all spheres, Larry Giller
      • Re: Curvature of all spheres, [Mr.] Lynn Kurtz
      • Re: Curvature of all spheres, KeithK
• 0^0, Akira Bergman
  • Re: 0^0, Proginoskes
    • Re: 0^0, Akira Bergman
      • Re: 0^0, Proginoskes
  • Re: 0^0, Helmut Richter
    • Re: 0^0, Akira Bergman
      • Re: 0^0, kibby
      • Re: 0^0, Akira Bergman
    • Re: 0^0, Proginoskes
    • Re: 0^0, Michael Press
  • Re: 0^0, Narcoleptic Insomniac
    • Re: 0^0, The Last Danish Pastry
    • Re: 0^0, Akira Bergman
      • Re: 0^0, Akira Bergman
  • Re: 0^0, Peacenik
    • Re: 0^0, Akira Bergman
      • Re: 0^0, Virgil
      • Re: 0^0, [Mr.] Lynn Kurtz
      • Re: 0^0, Virgil
      • Re: 0^0, kunzmilan
      • Re: 0^0, Akira Bergman
      • Re: 0^0, kunzmilan
      • Re: 0^0, Akira Bergman
  • Re: 0^0, Akira Bergman
• Re: JSH: Corrected demonstration, miguel
  • Re: JSH: Corrected demonstration, David Moran
    • Re: JSH: Corrected demonstration, miguel
• ? inter- and intra- correlation, Cheng Cosine
• clarification on derived sets,, vsgdp
  • Re: clarification on derived sets,, William Elliot
    • Re: clarification on derived sets,, Arturo Magidin
      • Re: clarification on derived sets,, William Elliot
      • Re: clarification on derived sets,, Arturo Magidin
      • Re: clarification on derived sets,, William Elliot
      • Re: clarification on derived sets,, Arturo Magidin
      • [] clarification on derived sets,, William Elliot
• closed intervals,, vsgdp
  • Re: closed intervals,, William Elliot
• Need help with solar reflector, duh
  • Re: Need help with solar reflector, M.J.T. Guy
• linear functionals,, vsgdp
  • Re: linear functionals,, The World Wide Wade
    • Re: linear functionals,, Daniel Mayost
  • Re: linear functionals,, Arturo Magidin
• Is Calculus Important?, Sunny123
  • Re: Is Calculus Important?, Jason Pawloski
  • Re: Is Calculus Important?, Jason Pawloski
  • Re: Is Calculus Important?, Jason Pawloski
  • Re: Is Calculus Important?, David Moran
  • Re: Is Calculus Important?, G.E. Ivey
  • Re: Is Calculus Important?, Bart Goddard
    • Re: Is Calculus Important?, Gene Ward Smith
  • Re: Is Calculus Important?, The poster formerly known as Colleyville Alan
  • Re: Is Calculus Important?, anvera
  • Re: Is Calculus Important?, kilian heckrodt
  • Re: Is Calculus Important?, G. A. Edgar
  • Re: Is Calculus Important?, Peter Webb
  • Re: Is Calculus Important?, Idgarad
    • Re: Is Calculus Important?, David Moran
      • Re: Is Calculus Important?, Gene Ward Smith
      • Re: Is Calculus Important?, Gerry Myerson
• Integration help, personal query, paulklemstine
• Labelling polyhedron faces, Axel Harvey
  • Re: Labelling polyhedron faces, Aluminium Holocene Holodeck Zoroaster
  • Re: Labelling polyhedron faces, Proginoskes
  • Re: Labelling polyhedron faces, Gerry Myerson
    • Re: Labelling polyhedron faces, Axel Harvey
    • Re: Labelling polyhedron faces, Proginoskes
• History of Calculus, Thom Jameson
  • Re: History of Calculus, Dave L. Renfro
  • Re: History of Calculus, Thom Jameson
    • Re: History of Calculus, Dave L. Renfro
      • Re: History of Calculus, Dave L. Renfro
  • Re: History of Calculus, Thom Jameson
• Calculus Resources, Idgarad
  • Re: Calculus Resources, benji . the . mouse
    • Re: Calculus Resources, benji . the . mouse
    • Re: Calculus Resources, Idgarad
      • Re: Calculus Resources, benji . the . mouse
• Orbitals of a transitive action, Rafael Villarroel
  • Re: Orbitals of a transitive action, Arturo Magidin
    • Re: Orbitals of a transitive action, Rafael Villarroel
      • Re: Orbitals of a transitive action, Arturo Magidin
      • Re: Orbitals of a transitive action, Rafael Villarroel
• Anyone know wether these diiferential equations have solutions?, CH
  • Re: Anyone know wether these diiferential equations have solutions?, Rod
  • Re: Anyone know wether these diiferential equations have solutions?, Narasimham
  • Re: Anyone know wether these diiferential equations have solutions?, Robert Israel
    • Re: Anyone know wether these diiferential equations have solutions?, CH
      • Re: Anyone know wether these diiferential equations have solutions?, Robert Israel
      • Re: Anyone know wether these diiferential equations have solutions?, CH
• |P(w)| =w?, zuhair
  • Re: |P(w)| =w?, Tonico
    • Re: |P(w)| =w?, filipovic81
      • Re: |P(w)| =w?, filipovic81
  • Re: |P(w)| =w?, Jesse F. Hughes
    • Re: |P(w)| =w?, zuhair
      • Re: |P(w)| =w?, Dave L. Renfro
      • Re: |P(w)| =w?, zuhair
      • Re: |P(w)| =w?, Dave L. Renfro
      • Re: |P(w)| =w?, Jesse F. Hughes
      • Re: |P(w)| =w?, zuhair
      • Re: |P(w)| =w?, Jesse F. Hughes
      • Re: |P(w)| =w?, zuhair
      • Re: |P(w)| =w?, Jesse F. Hughes
      • Re: |P(w)| =w?, zuhair
      • Re: |P(w)| =w?, Jesse F. Hughes
      • Re: |P(w)| =w?, Dave L. Renfro
• map well defined,, vsgdp
  • Re: map well defined,, Arturo Magidin
    • Re: map well defined,, vsgdp
      • Re: map well defined,, Arturo Magidin
• analysis with uniformly continuous.., mina_world
  • Re: analysis with uniformly continuous.., Dave L. Renfro
• squarefree numbers, conradeaton
  • Re: squarefree numbers, jankrihau
• graph planarity - simple algorithms, Michal Brzozowski
  • Re: graph planarity - simple algorithms, Proginoskes
    • Re: graph planarity - simple algorithms, Michal Brzozowski
      • Re: graph planarity - simple algorithms, kunzmilan
• Re: Need help constructing an add function from PA, Dan Christensen
• irreducible polynomials in k[x_1,x_2,...,x_n], eugene
  • Re: irreducible polynomials in k[x_1,x_2,...,x_n], Jannick Asmus
• 3^m/2^n -> r ?, Han de Bruijn
  • Re: 3^m/2^n -> r ?, victor_meldrew_666
    • Re: 3^m/2^n -> r ?, Han de Bruijn
      • Re: 3^m/2^n -> r ?, Denis Feldmann
      • Re: 3^m/2^n -> r ?, Han de Bruijn
  • Re: 3^m/2^n -> r ?, José Carlos Santos
    • Re: 3^m/2^n -> r ?, Gottfried Helms
      • Re: 3^m/2^n -> r ?, Gottfried Helms
      • Re: 3^m/2^n -> r ?, Han de Bruijn
      • Re: 3^m/2^n -> r ?, Gottfried Helms
      • Re: 3^m/2^n -> r ?, Han de Bruijn
      • Re: 3^m/2^n -> r ?, spemer
      • Re: 3^m/2^n -> r ?, spemer
      • Re: 3^m/2^n -> r ?, mailserver3
      • Re: 3^m/2^n -> r ?, John Bailey
      • Re: 3^m/2^n -> r ?, Gottfried Helms
      • Re: 3^m/2^n -> r ? / small correction, Gottfried Helms
      • Re: 3^m/2^n -> r ?, Gottfried Helms
      • Re: 3^m/2^n -> r ?, Gottfried Helms
    • Re: 3^m/2^n -> r ?, Han de Bruijn
    • Re: 3^m/2^n -> r ?, Jannick Asmus
      • Re: 3^m/2^n -> r ?, Han de Bruijn
  • Re: 3^m/2^n -> r ?, A N Niel
    • Re: 3^m/2^n -> r ?, Han de Bruijn
  • Re: 3^m/2^n -> r ?, The Last Danish Pastry
    • Re: 3^m/2^n -> r ?, The Last Danish Pastry
    • Re: 3^m/2^n -> r ?, Han de Bruijn
      • Re: 3^m/2^n -> r ?, Han de Bruijn
      • Message not available
      • Re: 3^m/2^n -> r ?, Han de Bruijn
      • Re: 3^m/2^n -> r ?, Han . deBruijn
• Fitting a parabola segment, or similar, to two points, one with a given slope, Drew Tronvig
  • Re: Fitting a parabola segment, or similar, to two points, one with a given slope, scrap iron
    • Re: Fitting a parabola segment, or similar, to two points, one with a given slope, Drew Tronvig
      • Re: Fitting a parabola segment, or similar, to two points, one with a given slope, scrap iron
      • Re: Fitting a parabola segment, or similar, to two points, one with a given slope, G.E. Ivey
      • Re: Fitting a parabola segment, or similar, to two points, one with a given slope, Virgil
      • Re: Fitting a parabola segment, or similar, to two points, one with a given slope, dl
• hypotenuse comic?, studylogic06@xxxxxxxxx
  • Re: hypotenuse comic?, Proginoskes
    • Re: hypotenuse comic?, G. A. Edgar
    • Re: hypotenuse comic?, studylogic06@xxxxxxxxx
      • Re: hypotenuse comic?, Proginoskes
      • Re: hypotenuse comic?, studylogic06@xxxxxxxxx
      • Re: hypotenuse comic?, Michael Press
      • Re: hypotenuse comic?, Proginoskes
      • Re: hypotenuse comic?, studylogic06@xxxxxxxxx
      • Re: hypotenuse comic?, Proginoskes
      • Re: hypotenuse comic?, Axel Harvey
      • Re: hypotenuse comic?, Gottfried Helms
  • Re: hypotenuse comic?, Doug Chatham
• image of region, kev
  • Re: image of region, The Qurqirish Dragon
• taylor series for tanh(x), kev
  • Re: taylor series for tanh(x), Keith Ramsay
    • Re: taylor series for tanh(x), kev
      • Re: taylor series for tanh(x), Dr Tim
      • Re: taylor series for tanh(x), G. A. Edgar
  • Re: taylor series for tanh(x), Gene Ward Smith
• A measure theory question, TCL
  • Re: A measure theory question, G. A. Edgar
    • Re: A measure theory question, Herman Rubin
    • Re: A measure theory question, TCL
    • Re: A measure theory question, David C . Ullrich
      • Re: A measure theory question, Herman Rubin
      • Re: A measure theory question, David C . Ullrich
  • Re: A measure theory question, Robert Israel
    • Re: A measure theory question, TCL
      • Re: A measure theory question, David C . Ullrich
    • Re: A measure theory question, Herman Rubin
  • <Possible follow-ups>
  • A measure theory question, TCL
    • Re: A measure theory question, The World Wide Wade
  • A measure theory question, TCL
• The random playlist problem..., ragdpragdp
  • Re: The random playlist problem..., Daniel Mayost
• Dimension of rings, maximal ideals, James
  • Re: Dimension of rings, maximal ideals, Hagen
    • Re: Dimension of rings, maximal ideals, Kira Yamato
      • Re: Dimension of rings, maximal ideals, Jannick Asmus
      • Re: Dimension of rings, maximal ideals, Kira Yamato
      • Re: Dimension of rings, maximal ideals, Jannick Asmus
      • Re: Dimension of rings, maximal ideals, Kira Yamato
    • Re: Dimension of rings, maximal ideals, Jannick Asmus
  • Re: Dimension of rings, maximal ideals, Jose Capco
    • Re: Dimension of rings, maximal ideals, Kira Yamato
      • Re: Dimension of rings, maximal ideals, linux
      • Re: Dimension of rings, maximal ideals, Kira Yamato
      • Re: Dimension of rings, maximal ideals, Jannick Asmus
      • Re: Dimension of rings, maximal ideals, Jose Capco
      • Re: Dimension of rings, maximal ideals, Kira Yamato
      • Re: Dimension of rings, maximal ideals, Jose Capco
      • Re: Dimension of rings, maximal ideals, Kira Yamato
• general statetment about sylow groups, Frederik
  • Re: general statetment about sylow groups, Tonico
  • Re: general statetment about sylow groups, Hagen
  • Re: general statetment about sylow groups, Arturo Magidin
• MAKE MONEY with PAYPAL, jacksmacko99
• The General Solution Of The Tricomi Equation, symphony
• locus of a branched covering, HY
• math tutoring, wsonbol
• Is this a valid approach to Fermat's Last, Josef
  • Re: Is this a valid approach to Fermat's Last, Randy Poe
    • Re: Is this a valid approach to Fermat's Last, Josef
      • Re: Is this a valid approach to Fermat's Last, Proginoskes
      • Re: Is this a valid approach to Fermat's Last, David C . Ullrich
• describe the image ..., HY
  • Re: describe the image ..., M.J.T. Guy
• p-sylow groups, Frederik
  • Re: p-sylow groups,
    • Re: p-sylow groups, Frederik
      • Re: p-sylow groups,
  • Re: p-sylow groups, Arturo Magidin
• degenerate boolean functions, peter . krawitz
  • Re: degenerate boolean functions, Daniel Mayost
  • Re: degenerate boolean functions, Daniel Mayost
    • Re: degenerate boolean functions, Daniel Mayost
• Transforming a graph with a map, LordBeotian
  • Re: Transforming a graph with a map, LordBeotian
• discrete topolgy, Artur
  • Re: discrete topolgy, Artur
    • Re: discrete topolgy, bennett
• Fifteen months., fernando revilla
  • Re: Fifteen months., ab
    • Re: Fifteen months., fernando revilla
• موقع رائع, skublog@xxxxxxxxxxx
• TOFT PROBLEM, bill
• Cutting the Ribbon of Ordinals;, zuhair
  • Re: Cutting the Ribbon of Ordinals;, Tonico
• Periodic operators, theronruiz
  • Re: Periodic operators, Robert Sheskey
    • Re: Periodic operators, theronruiz
      • Re: Periodic operators, Robert Sheskey
      • Re: Periodic operators, alainverghote@xxxxxxxx
• Dimensions Proof, jennifer
  • Re: Dimensions Proof, Arturo Magidin
• Series, jennifer
  • Re: Series, jennifer
    • Re: Series, Tonico
      • Re: Series, Arturo Magidin
      • Re: Series, jennifer
    • Re: Series, Arturo Magidin
  • Re: Series, Arturo Magidin
    • Re: Series, Dave L. Renfro
      • Re: Series, Arturo Magidin
      • Re: Series, The World Wide Wade
    • Re: Series, Gene Ward Smith
  • Re: Series, Stephen Montgomery-Smith
    • Re: Series, Dave L. Renfro
      • Re: Series, Dave L. Renfro
• Effect of a rank one update on Eigenstate, cgiannel@xxxxxxxxxxx
  • Re: Effect of a rank one update on Eigenstate, Robert Israel
• scribbling..., mina_world
  • Re: scribbling..., Arturo Magidin
    • Re: scribbling..., Bosson
• I want to hear your story, Michele B.
• eigenvector/eigenvalue in biology (help), neoprj
  • Re: eigenvector/eigenvalue in biology (help), Randy Poe
    • Re: eigenvector/eigenvalue in biology (help), neoprj
      • Re: eigenvector/eigenvalue in biology (help), G. Kramer
• Solutions to x*y''(x) + y'(x) = 0 - A complete set?, Peter Christensen
  • Re: Solutions to x*y''(x) + y'(x) = 0 - A complete set?, David C . Ullrich
    • Re: Solutions to x*y''(x) + y'(x) = 0 - A complete set?, Peter Christensen
      • Re: Solutions to x*y''(x) + y'(x) = 0 - A complete set?, David C . Ullrich
      • Re: Solutions to x*y''(x) + y'(x) = 0 - A complete set?, Peter Christensen
      • Re: Solutions to x*y''(x) + y'(x) = 0 - A complete set?, David C . Ullrich
      • Re: Solutions to x*y''(x) + y'(x) = 0 - A complete set?, Peter Christensen
      • Re: Solutions to x*y''(x) + y'(x) = 0 - A complete set?, David C. Ullrich
      • Re: Solutions to x*y''(x) + y'(x) = 0 - A complete set?, Peter Christensen
      • Re: Solutions to x*y''(x) + y'(x) = 0 - A complete set?, David C . Ullrich
      • Re: Solutions to x*y''(x) + y'(x) = 0 - A complete set?, Peter L. Montgomery
      • Re: Solutions to x*y''(x) + y'(x) = 0 - A complete set?, G.E. Ivey
      • Re: Solutions to x*y''(x) + y'(x) = 0 - A complete set?, Peter Christensen
      • Re: Solutions to x*y''(x) + y'(x) = 0 - A complete set?, Robert Israel
      • Re: Solutions to x*y''(x) + y'(x) = 0 - A complete set?, Peter Christensen
  • Re: Solutions to x*y''(x) + y'(x) = 0 - A complete set?, dl
    • Re: Solutions to x*y''(x) + y'(x) = 0 - A complete set?, dl
• Can one define an action of SL(2,R) on the Teichmuller space of a surface?, avinamal2
• Re: JSH: Demonstration, Jesse F. Hughes
  • <Possible follow-ups>
  • Re: JSH: Demonstration, Jesse F. Hughes
• Infinity and the way there, owen79
  • Re: Infinity and the way there, orders
  • Re: Infinity and the way there, William Hughes
• square roots, tirzan78
  • Re: square roots, Amateur
  • Re: square roots, mathman
    • Re: square roots, bert
      • Re: square roots, Geoff Harland
      • Re: square roots, bert
      • Re: square roots, Michael Press
  • Re: square roots, christian
  • Re: square roots, arithmeticae
• Fuzzy Vs Probability?, Myauk
  • Re: Fuzzy Vs Probability?, Jesse F. Hughes
  • Re: Fuzzy Vs Probability?, David Marcus
  • <Possible follow-ups>
  • Fuzzy Vs Probability?, Myauk
    • Re: Fuzzy Vs Probability?, Proginoskes
      • Re: Fuzzy Vs Probability?, Phil Carmody
    • Re: Fuzzy Vs Probability?, The Ghost In The Machine
      • Re: Fuzzy Vs Probability?, Phil Carmody
      • Re: Fuzzy Vs Probability?, The Ghost In The Machine
      • Re: Fuzzy Vs Probability?, Proginoskes
    • Re: Fuzzy Vs Probability?, Jesse F. Hughes
      • Re: Fuzzy Vs Probability?, Lee Rudolph
      • Re: Fuzzy Vs Probability?, Gerry Myerson
      • Re: Fuzzy Vs Probability?, Proginoskes
      • Re: Fuzzy Vs Probability?, Tony Orlow
      • Re: Fuzzy Vs Probability?, Jesse F. Hughes
      • Re: Fuzzy Vs Probability?, Predictor
    • Re: Fuzzy Vs Probability?, Predictor
• Dynamic power law distribution, milivella
• arrange 1,2,..,N in a line, senpengeu
  • Re: arrange 1,2,..,N in a line, Gerry Myerson
• convex sets,, vsgdp
  • Re: convex sets,, Jackz
  • Re: convex sets,, Jose Capco
    • Re: convex sets,, Ronald Bruck
    • Re: convex sets,, Marc Olschok
  • Re: convex sets,, Marc Olschok
• set closure and intersection,, vsgdp
  • Re: set closure and intersection,, Jannick Asmus
• JSH: They fail in reply to me all the time, jstevh
  • Re: They fail in reply to me all the time, Brian
    • Re: They fail in reply to me all the time, mensanator@xxxxxxxxxxx
  • Re: They fail in reply to me all the time, Anabaena Microcystis
    • Re: They fail in reply to me all the time, Jesse F. Hughes
  • Re: JSH: They fail in reply to me all the time, Proginoskes
  • Re: They fail in reply to me all the time, Karenia Brevis
  • Re: They fail in reply to me all the time, David Moran
  • Re: JSH: They fail in reply to me all the time, William Hughes
  • Re: They fail in reply to me all the time, The Last Danish Pastry
    • Re: They fail in reply to me all the time, Arturo Magidin
    • Re: They fail in reply to me all the time, mensanator@xxxxxxxxxxx
      • Re: They fail in reply to me all the time, Aluminium Holocene Holodeck Zoroaster
  • Re: JSH: They fail in reply to me all the time, Michael Press
  • Re: They fail in reply to me all the time, Jon Slaughter
    • Re: They fail in reply to me all the time, David Moran
      • Re: They fail in reply to me all the time, Aluminium Holocene Holodeck Zoroaster
      • Re: They fail in reply to me all the time, Gib Bogle
    • Re: They fail in reply to me all the time, danielmryan
• complex measure question, TCL
  • Re: complex measure question, The World Wide Wade
  • Re: complex measure question, G. A. Edgar
• JSH: Neat, eh?, jstevh
  • Re: JSH: Neat, eh?, David Bernier
  • Re: Neat, eh?, David Moran
  • Re: JSH: Neat, eh?, fishfry
  • Unskilled and Unaware, Brian
  • Re: JSH: Neat, eh?, Tim Peters
  • Re: JSH: Neat, eh?, Proginoskes
• Combinatorics problem in need of a name, jdunderwood
  • Re: Combinatorics problem in need of a name, Proginoskes
• x + (y & z) = (x + y) & (x + z) and similar, theronruiz
  • Re: x + (y & z) = (x + y) & (x + z) and similar, Robert Israel
• new attempt, far2hybrid
  • Re: new attempt, The World Wide Wade
    • Re: new attempt, Proginoskes
      • Re: new attempt, The World Wide Wade
      • Re: new attempt, far2hybrid
  • Re: new attempt, far2hybrid
    • Re: new attempt, far2hybrid
    • Re: new attempt, Proginoskes
      • Re: new attempt, far2hybrid
      • Re: new attempt, far2hybrid
• matching trig expressions, Trigger
  • Re: matching trig expressions, Paul Sperry
  • Re: matching trig expressions, Michael Press
  • Re: matching trig expressions, kilian heckrodt
• An unorthodox approach to Fermat's Last Theorem, Josef
  • Re: An unorthodox approach to Fermat's Last Theorem, Gerry Myerson
    • Re: An unorthodox approach to Fermat's Last Theorem, Josef
  • Re: An unorthodox approach to Fermat's Last Theorem, Richard Tobin
• Pls help with sister becoming crackpot, uragno
  • Re: Pls help with sister becoming crackpot, Dr Dikser
    • Re: Pls help with sister becoming crackpot, mensanator@xxxxxxxxxxx
      • Re: Pls help with sister becoming crackpot, Ioannis
      • Re: Pls help with sister becoming crackpot, Dave L. Renfro
  • Re: Pls help with sister becoming crackpot, Phil Carmody
  • Re: Pls help with sister becoming crackpot, Tonico
  • Re: Pls help with sister becoming crackpot, dl
    • Re: Pls help with sister becoming crackpot, Tonico
      • Re: Pls help with sister becoming crackpot, dl
      • Re: Pls help with sister becoming crackpot, Tonico
      • Re: Pls help with sister becoming crackpot, dl
      • Re: Pls help with sister becoming crackpot, Tonico
  • Re: Pls help with sister becoming crackpot, Narcoleptic Insomniac
    • Re: Pls help with sister becoming crackpot, Ben Rudiak-Gould
      • Re: Pls help with sister becoming crackpot, Narcoleptic Insomniac
  • Re: Pls help with sister becoming crackpot, uragno
    • Re: Pls help with sister becoming crackpot, Proginoskes
      • Re: Pls help with sister becoming crackpot, uragno
      • Re: Pls help with sister becoming crackpot, mensanator@xxxxxxxxxxx
      • Re: Pls help with sister becoming crackpot, uragno
      • Re: Pls help with sister becoming crackpot, Phil Carmody
      • Re: Pls help with sister becoming crackpot, mensanator@xxxxxxxxxxx
      • Re: Pls help with sister becoming crackpot, Proginoskes
    • Re: Pls help with sister becoming crackpot, OwlHoot
  • Re: Pls help with sister becoming crackpot, Ben Rudiak-Gould
    • Re: Pls help with sister becoming crackpot, uragno
    • Re: Pls help with sister becoming crackpot, Proginoskes
  • Re: Pls help with sister becoming crackpot, Danny
  • Re: Pls help with sister becoming crackpot, Christopher J. Henrich
• Needs help on integer programming, yangyu05
  • Re: Needs help on integer programming, yangyu05
• Sums of several positive integers, François Grieu
  • Re: Sums of several positive integers, Proginoskes
    • Re: Sums of several positive integers, Gerry Myerson
      • Re: Sums of several positive integers, Daniel Mayost
      • Re: Sums of several positive integers, Francois Grieu
      • Re: Sums of several positive integers, Daniel Mayost
      • Re: Sums of several positive integers, Francois Grieu
    • Re: Sums of several consecutive positive integers, François Grieu
• Help with matrix exponential and change in basis, blanketfire
  • Re: Help with matrix exponential and change in basis, Jannick Asmus
    • Re: Help with matrix exponential and change in basis, blanketfire
• Re: Closed formula for iterands?, Han . deBruijn
• Re: The freefall WTC 7 implies its controlled demolition, Jesse F. Hughes
  • <Possible follow-ups>
  • Re: The freefall WTC 7 implies its controlled demolition, Jesse F. Hughes
• expanding a determinant, mishooax
  • Re: expanding a determinant, Robert Israel
• Constant Bisector Length Curve, Narasimham
• representing ideal as an intersection of prime ideals, eugene
  • Re: representing ideal as an intersection of prime ideals, Jannick Asmus
    • Re: representing ideal as an intersection of prime ideals, eugene
      • Re: representing ideal as an intersection of prime ideals, Jannick Asmus
      • Re: representing ideal as an intersection of prime ideals, Jannick Asmus
      • Re: representing ideal as an intersection of prime ideals, eugene
      • Re: representing ideal as an intersection of prime ideals, Jannick Asmus
      • Re: representing ideal as an intersection of prime ideals, eugene
      • Re: representing ideal as an intersection of prime ideals, Jannick Asmus
      • Re: representing ideal as an intersection of prime ideals, eugene
      • Re: representing ideal as an intersection of prime ideals, eugene
      • Re: representing ideal as an intersection of prime ideals, Jannick Asmus
      • Re: representing ideal as an intersection of prime ideals, Jannick Asmus
      • Re: representing ideal as an intersection of prime ideals, eugene
      • Re: representing ideal as an intersection of prime ideals, Jannick Asmus
      • Re: representing ideal as an intersection of prime ideals, Jannick Asmus
      • Re: representing ideal as an intersection of prime ideals, eugene
      • Re: representing ideal as an intersection of prime ideals, Jannick Asmus
  • Re: representing ideal as an intersection of prime ideals, Jannick Asmus
    • Re: representing ideal as an intersection of prime ideals, eugene
      • Re: representing ideal as an intersection of prime ideals, Jannick Asmus
      • Re: representing ideal as an intersection of prime ideals, eugene
      • Re: representing ideal as an intersection of prime ideals, Jannick Asmus
      • Re: representing ideal as an intersection of prime ideals, eugene
• l-spaces and l-groups, Cao
  • Re: l-spaces and l-groups, William Elliot
    • Re: l-spaces and l-groups, G. A. Edgar
    • Re: l-spaces and l-groups, Jose Capco
      • Re: l-spaces and l-groups, William Elliot
• maximal domain of existence of a holomorphic function, filipovic81
  • Re: maximal domain of existence of a holomorphic function, Jannick Asmus
    • Re: maximal domain of existence of a holomorphic function, Robert Israel
      • Re: maximal domain of existence of a holomorphic function, filipovic81
      • Re: maximal domain of existence of a holomorphic function, The World Wide Wade
      • Re: maximal domain of existence of a holomorphic function, Robert Israel
  • Re: maximal domain of existence of a holomorphic function, filipovic81
    • Re: maximal domain of existence of a holomorphic function, The World Wide Wade
      • Re: maximal domain of existence of a holomorphic function, filipovic81
  • Re: maximal domain of existence of a holomorphic function, filipovic81
  • Re: maximal domain of existence of a holomorphic function, filipovic81
    • Re: maximal domain of existence of a holomorphic function, Robert Israel
      • Re: maximal domain of existence of a holomorphic function, filipovic81
• Re: hello, fernando revilla
• How does this work (have seen it before but have forgotten), amzoti
  • Re: How does this work (have seen it before but have forgotten), amzoti
    • Re: How does this work (have seen it before but have forgotten), Randy Poe
      • Re: How does this work (have seen it before but have forgotten), A N Niel
• Where are the anti-Cantorians now that you need them?, jsavard
  • Re: Where are the anti-Cantorians now that you need them?, Han de Bruijn
    • Re: Where are the anti-Cantorians now that you need them?, Tonico
  • Re: Where are the anti-Cantorians now that you need them?, Bob Kolker
    • Re: Where are the anti-Cantorians now that you need them?, jsavard
• Calculate the MONEY!, gaudetteinnovations
• The rules of casting out, William Elliot
  • Re: The rules of casting out, William Elliot
    • Re: The rules of casting out, David Bernier
      • Re: The rules of casting out, William Elliot
  • Re: The rules of casting out, Phil Carmody
    • Re: The rules of casting out, William Elliot
  • Re: The rules of casting out, Michael Press
    • Message not available
      • Re: The rules of casting out, Michael Press
      • Message not available
      • Re: The rules of casting out, Michael Press
      • Re: The rules of casting out, William Elliot
      • Re: The rules of casting out, Michael Press
  • Re: The rules of casting out, Ross A. Finlayson
  • Re: The rules of casting out, The World Wide Wade
    • Re: The rules of casting out, William Elliot
• need to write a pseudocode, Ken1
  • [] need to write a pseudocode, William Elliot
  • Re: need to write a pseudocode, David C . Ullrich
    • Re: need to write a pseudocode, Ken1
      • Re: need to write a pseudocode, David C . Ullrich
  • Re: need to write a pseudocode, Puppet_Sock
  • Re: need to write a pseudocode, Brian
• Re: JSH: Computer checking, Jesse F. Hughes
  • <Possible follow-ups>
  • Re: JSH: Computer checking, miguel
    • Re: JSH: Computer checking, Jesse F. Hughes
      • Re: JSH: Computer checking, Anabaena Microcystis
      • Re: JSH: Computer checking, James Waldby
      • Re: JSH: Computer checking, Anabaena Microcystis
• Dual space, melanie
  • Re: Dual space, Tonico
  • Re: Dual space, Kira Yamato
    • Re: Dual space, melanie
      • Re: Dual space, Tonico
• New mathematics/physical sciences positions at http://jobs.phds.org, October 16, 2006, PhDs . org Webmaster
• Hopf-Rinow theorem, Grothendieck-Hirzebruch
• Finding asymptotic formula, MuTsun Tsai
  • Re: Finding asymptotic formula, Lenny -- The illusionist
    • Re: Finding asymptotic formula, MuTsun Tsai
      • Re: Finding asymptotic formula, Lenny -- The illusionist
  • Re: Finding asymptotic formula, Robert Israel
• GRE Math question, Farooq W
  • Re: GRE Math question, Lenny -- The illusionist
  • Re: GRE Math question, William Elliot
  • Re: GRE Math question, Barry Schwarz
• Re: Man gets 8 years in prison for killing a cat, Hagen
  • <Possible follow-ups>
  • Re: Man gets 8 years in prison for killing a cat, Jesse F. Hughes
  • Re: Man gets 8 years in prison for killing a cat, Jesse F. Hughes
  • Re: Man gets 8 years in prison for killing a cat, Jesse F. Hughes
  • Re: Man gets 8 years in prison for killing a cat, Jesse F. Hughes
• Re: Pure/Applied Math Creativity?, Han de Bruijn
  • <Possible follow-ups>
  • Re: Pure/Applied Math Creativity?, Quinn Tyler Jackson
• Symbols used in Ideal Theory, Jose Capco
  • Re: Symbols used in Ideal Theory, Jannick Asmus
• how to calculate an integral of absolute value of this function?, Yuwu Xiong
• Building a nest, andreiander
• Hint Needed, rod
  • Re: Hint Needed, Tonico
    • Re: Hint Needed, Tonico
  • Re: Hint Needed, Jannick Asmus
• Schur's Lemma, rod
  • Re: Schur's Lemma, Jannick Asmus
    • Re: Schur's Lemma, Jannick Asmus
  • Re: Schur's Lemma, Arturo Magidin
• Matrix 2-norm, Eric
  • Re: Matrix 2-norm, fernando revilla
  • Re: Matrix 2-norm, Jannick Asmus
  • Re: Matrix 2-norm, Ulysse from CH
• probability with independent., mina_world
  • Re: probability with independent., Robert Israel
    • Re: probability with independent., mina_world
      • Re: probability with independent., Robert Israel
      • Re: probability with independent., Robert Israel
      • Re: probability with independent., mina_world
      • Re: probability with independent., Robert Israel
      • Re: probability with independent., mina_world
      • Re: probability with independent., Robert Israel
      • Re: probability with independent., mina_world
      • Re: probability with independent., Herman Rubin
• Solution to this problem?, Vee
  • Re: Solution to this problem?, Ch Umley
    • Re: Solution to this problem?, Vee
      • Re: Solution to this problem?, Robert Israel
      • Re: Solution to this problem?, cbrown
      • Re: Solution to this problem?, William Elliot
      • Re: Solution to this problem?, Vee
      • Re: Solution to this problem?, Vee
      • Re: Solution to this problem?, Virgil
      • Re: Solution to this problem?, Vee
      • Re: Solution to this problem?, The Ghost In The Machine
    • Re: Solution to this problem?, The Ghost In The Machine
      • Re: Solution to this problem?, Vee
      • Re: Solution to this problem?, The Ghost In The Machine
  • Re: Solution to this problem?, William Elliot
• converge?, far2hybrid
  • Re: converge?, Ronald Bruck
    • Re: converge?, far2hybrid
  • Re: converge?, Klueless
    • Re: converge?, Virgil
      • Re: converge?, Ronald Bruck
      • Re: converge?, far2hybrid
• Any solution for this problem, vijay . singh . mail
  • Re: Any solution for this problem, vijay . singh . mail
    • Re: Any solution for this problem, Robert Israel
  • Re: Any solution for this problem, Robert Israel
• does doing math really make you smarter?, bennett
  • Re: does doing math really make you smarter?, deloprator20000
    • Re: does doing math really make you smarter?, bennett
      • Re: does doing math really make you smarter?, FSC729
      • Re: does doing math really make you smarter?, bennett
      • Re: does doing math really make you smarter?, mensanator@xxxxxxxxxxx
      • Re: does doing math really make you smarter?, Herman Rubin
      • Re: does doing math really make you smarter?, mensanator@xxxxxxxxxxx
      • Re: does doing math really make you smarter?, deloprator20000
      • Re: does doing math really make you smarter?, G. A. Edgar
      • Re: does doing math really make you smarter?, Herman Rubin
      • Re: does doing math really make you smarter?, Ioannis
    • Re: does doing math really make you smarter?, luiroto
  • Re: does doing math really make you smarter?, The poster formerly known as Colleyville Alan
    • Re: does doing math really make you smarter?, deloprator20000
• rational and irrational in open ball, vsgdp
  • Re: rational and irrational in open ball, bennett
  • Re: rational and irrational in open ball, Rupert
  • Re: rational and irrational in open ball, miguel
  • Re: rational and irrational in open ball, The World Wide Wade
• need second opinion on a physics problem, mainargv
  • Re: need second opinion on a physics problem, Ch Umley
  • Re: need second opinion on a physics problem, Robert Israel
    • Re: need second opinion on a physics problem, mainargv
      • Re: need second opinion on a physics problem, Robert Israel
      • Re: need second opinion on a physics problem, mainargv
      • Re: need second opinion on a physics problem, gnygaard
      • Re: need second opinion on a physics problem, gnygaard
      • Re: need second opinion on a physics problem, mainargv
      • Re: need second opinion on a physics problem, Randy Poe
  • Re: need second opinion on a physics problem, OwlHoot
• Dimension of projective space?, kiwkiw2
  • Re: Dimension of projective space?, Arturo Magidin
    • Re: Dimension of projective space?, kiwkiw2
      • Re: Dimension of projective space?, Arturo Magidin
• okay solve this, Okay Help
  • Re: okay solve this, Tonico
  • Re: okay solve this, deloprator20000
  • Re: okay solve this, Ignacio Larrosa Cañestro
• Re: Division Algorithm: Most general form, LookSkywalker
  • Re: Division Algorithm: Most general form, Arturo Magidin
    • Re: Division Algorithm: Most general form, Luke Wu
• using induction twice to prove P(n) true for all integers n, Luke Wu
  • Re: using induction twice to prove P(n) true for all integers n, Arturo Magidin
    • Re: using induction twice to prove P(n) true for all integers n, Luke Wu
      • Re: using induction twice to prove P(n) true for all integers n, Arturo Magidin
  • Re: using induction twice to prove P(n) true for all integers n, Tonico
    • Re: using induction twice to prove P(n) true for all integers n, Arturo Magidin
      • Re: using induction twice to prove P(n) true for all integers n, Tonico
      • Re: using induction twice to prove P(n) true for all integers n, Arturo Magidin
• Problems, Tony Zhang
  • Re: Problems, Tonico
    • Re: Problems, Virgil
      • Re: Problems, [Mr.] Lynn Kurtz
      • Re: Problems, Tonico
• Re: All living have the same age? Was: Re: Cantor, trolls, infinite and stuff, G.E. Ivey
  • Re: All living have the same age? Was: Re: Cantor, trolls, infinite and stuff, Tonico
    • Re: All living have the same age? Was: Re: Cantor, trolls, infinite and stuff, G.E. Ivey
• Re: analysis with limit., fernando revilla
  • <Possible follow-ups>
  • Re: analysis with limit., The World Wide Wade
    • Re: analysis with limit., mina_world
      • Re: analysis with limit., The World Wide Wade
      • Re: analysis with limit., mina_world
• when is it a variable?, patrol_boat
  • Re: when is it a variable?, G.E. Ivey
  • Re: when is it a variable?, Igor
  • Re: when is it a variable?, David Marcus
• learn maths, pysics and statistics via the net, lassedaghenriksen
• Sigma notation & probability, Tony Zhang
  • Re: Sigma notation & probability, David Marcus
• Cantor sets and homeomorphisms, eugene
  • Re: Cantor sets and homeomorphisms, José Carlos Santos
    • Re: Cantor sets and homeomorphisms, eugene
      • Re: Cantor sets and homeomorphisms, Dave L. Renfro
      • Re: Cantor sets and homeomorphisms, G. A. Edgar
      • Re: Cantor sets and homeomorphisms, José Carlos Santos
• Introduction to Game theory, bill
• Homeomorphic Spaces, Maury Barbato
  • Re: Homeomorphic Spaces, Jules
    • Re: Homeomorphic Spaces, William Elliot
      • Re: Homeomorphic Spaces, Maury Barbato
      • Re: Homeomorphic Spaces, William Elliot
      • Re: Homeomorphic Spaces, Jules
      • Homeomorphic Spaces, William Elliot
  • Re: Homeomorphic Spaces, Dave L. Renfro
• Topological Equivalence, Maury Barbato
  • Re: Topological Equivalence, G.E. Ivey
  • Re: Topological Equivalence, Jan Bielawski
    • Re: Topological Equivalence, William Elliot
• Definition of Homotopy, Maury Barbato
  • Re: Definition of Homotopy, G.E. Ivey
    • Re: Definition of Homotopy, Maury Barbato
    • Re: Definition of Homotopy, David C . Ullrich
  • Re: Definition of Homotopy, David C . Ullrich
    • Re: Definition of Homotopy, James Dolan
      • Re: Definition of Homotopy, David C . Ullrich
      • Re: Definition of Homotopy, William Elliot
      • Re: Definition of Homotopy, David C . Ullrich
      • Re: Definition of Homotopy, William Elliot
      • Re: Definition of Homotopy, David C . Ullrich
  • Re: Definition of Homotopy, David C . Ullrich
    • Re: Definition of Homotopy, William Elliot
      • Re: Definition of Homotopy, David C . Ullrich
      • Re: Definition of Homotopy, William Elliot
      • Re: Definition of Homotopy, William Elliot
      • Re: Definition of Homotopy, David C . Ullrich
      • Re: Definition of Homotopy, William Elliot
• zariski topology, magya_bloom@xxxxxxxxx
  • Re: zariski topology, José Carlos Santos
    • Re: zariski topology, magya_bloom@xxxxxxxxx
      • Re: zariski topology, José Carlos Santos
      • Re: zariski topology, magya_bloom@xxxxxxxxx
      • Re: zariski topology, magya_bloom@xxxxxxxxx
      • Re: zariski topology, magya_bloom@xxxxxxxxx
      • Re: zariski topology, A N Niel
      • Re: zariski topology, Isura
• probability measures are complete, Fedor
  • Re: probability measures are complete, David C . Ullrich
    • Re: probability measures are complete, Fedor
      • Re: probability measures are complete, Herman Rubin
      • Re: probability measures are complete, David C . Ullrich
  • Re: probability measures are complete, Stephen J. Herschkorn
• Squarefree, jseppa17@xxxxxxxxx
  • Re: Squarefree, jankrihau
  • Re: Squarefree, Tim Peters
• Number Theory: p, p^2+8 are primes, p^3+4 ?, recede
  • Re: Number Theory: p, p^2+8 are primes, p^3+4 ?, csaulnier05
    • Re: Number Theory: p, p^2+8 are primes, p^3+4 ?, Wilhelm Sternemann
      • Re: Number Theory: p, p^2+8 are primes, p^3+4 ?, jseppa17@xxxxxxxxx
      • [] Number Theory: p, p^2+8 are primes, p^3+4 ?, William Elliot
      • Re: [] Number Theory: p, p^2+8 are primes, p^3+4 ?, rusty
      • Re: [] Number Theory: p, p^2+8 are primes, p^3+4 ?, William Elliot
      • Re: [] Number Theory: p, p^2+8 are primes, p^3+4 ?, rusty
      • Re: [] Number Theory: p, p^2+8 are primes, p^3+4 ?, William Elliot
      • Re: [] Number Theory: p, p^2+8 are primes, p^3+4 ?, Phil Carmody
      • Re: [] Number Theory: p, p^2+8 are primes, p^3+4 ?, William Elliot
      • Re: [] Number Theory: p, p^2+8 are primes, p^3+4 ?, rusty
      • Re: [] Number Theory: p, p^2+8 are primes, p^3+4 ?, William Elliot
      • Re: [] Number Theory: p, p^2+8 are primes, p^3+4 ?, Barry Schwarz
      • Re: [] Number Theory: p, p^2+8 are primes, p^3+4 ?, Phil Carmody
      • Re: [] Number Theory: p, p^2+8 are primes, p^3+4 ?, Phil Carmody
      • Re: Number Theory: p, p^2+8 are primes, p^3+4 ?, Wilhelm Sternemann
      • Re: Number Theory: p, p^2+8 are primes, p^3+4 ?, Tim Peters
• Angle-bisector problem, vikraman.choudhury@xxxxxxxxx
  • Re: Angle-bisector problem, jseppa17@xxxxxxxxx
  • Re: Angle-bisector problem, Narasimham
  • Re: Angle-bisector problem, Narasimham
  • Re: Angle-bisector problem, Narasimham
  • Re: Angle-bisector problem, Dave Seaman
• analysis with vector function., mina_world
  • Re: analysis with vector function., Hero
    • Re: analysis with vector function., mina_world
      • Re: analysis with vector function., Hero
      • Re: analysis with vector function., mina_world
• Fourier Transform normalization factor, howa
• solving odes with difference eqns, Earl
  • Re: solving odes with difference eqns, Robert Israel
  • Re: solving odes with difference eqns, Torsten Hennig
• Thinking Babylonian, Quentin Grady
  • Re: Thinking Babylonian, Hero
    • Re: Thinking Babylonian, Quentin Grady
      • Re: Thinking Babylonian, Hero
      • Re: Thinking Babylonian, Quentin Grady
      • Re: Thinking Babylonian, Herman Rubin
      • Re: Thinking Babylonian, Quentin Grady
      • Re: Thinking Babylonian, Bob Kolker
      • Re: Thinking Babylonian, Quentin Grady
  • Re: Thinking Babylonian, Herman Rubin
    • Re: Thinking Babylonian, Gene Ward Smith
      • Re: Thinking Babylonian, Herman Rubin
    • Re: Thinking Babylonian, Quentin Grady
    • Re: Thinking Babylonian, Proginoskes
      • Re: Thinking Babylonian, Quentin Grady
• if:since::iff:???, adamgolding
  • Re: if:since::iff:???, Tonico
  • Re: if:since::iff:???, Arturo Magidin
    • Re: if:since::iff:???, adamgolding
      • Re: if:since::iff:???, A N Niel
      • Re: if:since::iff:???, Arturo Magidin
• Limits, Eric
  • Re: Limits, karl
  • Re: Limits, Virgil
  • Re: Limits, Ignacio Larrosa Cañestro
• Any progress on verification of the RH proof by Professor De Branges?, Mr.T
• About publishing, Researcher
• Special product question, Simone
  • Re: Special product question, Virgil
  • Re: Special product question, W. Dale Hall
    • Re: Special product question, Simone
      • Re: Special product question, G.E. Ivey
      • Re: Special product question, Simone
      • Re: Special product question, Michael Stemper
  • <Possible follow-ups>
  • Special product question, Simone
• Taylor Series, Eric
  • Re: Taylor Series, The World Wide Wade
• differentiation operator problem, kev
  • Re: differentiation operator problem, A N Niel
    • Re: differentiation operator problem, kev
• Finitely Generated Modules, Amked
  • Re: Finitely Generated Modules, Jannick Asmus
    • Re: Finitely Generated Modules, Amked
      • Re: Finitely Generated Modules,
      • Re: Finitely Generated Modules, José Carlos Santos
      • Re: Finitely Generated Modules,
      • Re: Finitely Generated Modules, José Carlos Santos
  • Re: Finitely Generated Modules, Tonico
    • Re: Finitely Generated Modules,
• can I make a vector space with a | x, A Aitken
  • Re: can I make a vector space with a | x, Jannick Asmus
  • Re: can I make a vector space with a | x, José Carlos Santos
    • Re: can I make a vector space with a | x, A Aitken
      • Re: can I make a vector space with a | x, José Carlos Santos
      • Re: can I make a vector space with a | x, Lee Rudolph
      • Re: can I make a vector space with a | x, A Aitken
• 3d vector reflection, Adam Chapman
  • Re: 3d vector reflection, Timothy Golden BandTechnology.com
  • Re: 3d vector reflection, [Mr.] Lynn Kurtz
    • Re: 3d vector reflection, Adam Chapman
      • Re: 3d vector reflection, Adam Chapman
    • Re: 3d vector reflection, Adam Chapman
      • Re: 3d vector reflection, Virgil
      • Re: 3d vector reflection, Adam Chapman
      • Re: 3d vector reflection, [Mr.] Lynn Kurtz
      • Re: 3d vector reflection, Adam Chapman
  • Re: 3d vector reflection, Narasimham
• reflection vector in 3D space, Adam Chapman
  • Re: reflection vector in 3D space, Hero
    • Re: reflection vector in 3D space, Timothy Golden BandTechnology.com
      • Re: reflection vector in 3D space, Hero
• Why is this not a proof of Cayley-Hamilton, G Patel
  • Re: Why is this not a proof of Cayley-Hamilton, Axel Vogt
  • Re: Why is this not a proof of Cayley-Hamilton, David C . Ullrich
  • Re: Why is this not a proof of Cayley-Hamilton, schoenfeld . one
• Re: Top 1% OWNS MORE THAN bottom 90%, miguel
• Tetration-like right distributive function, theronruiz
• sign of the mean curvature, John
  • Re: sign of the mean curvature, G.E. Ivey
    • Re: sign of the mean curvature, John
      • Re: sign of the mean curvature, Thomas Mautsch
      • Re: sign of the mean curvature, Narasimham
      • Re: sign of the mean curvature, Narasimham
    • Re: sign of the mean curvature, Narasimham
  • Re: sign of the mean curvature, Narasimham
    • Re: sign of the mean curvature, Narasimham
• C Source code for Integration & differentiation, krish
  • Re: C Source code for Integration & differentiation, porky_pig_jr@xxxxxxxxxxx
    • Re: C Source code for Integration & differentiation, carlos
• Question on Torsion Modules, Amked
  • Re: Question on Torsion Modules, Jannick Asmus
    • Re: Question on Torsion Modules, Amked
• Special Integral Domains, Jose Capco
  • Re: Special Integral Domains, Jose Capco
    • Re: Special Integral Domains, Jose Capco
  • Re: Special Integral Domains, Kira Yamato
    • Re: Special Integral Domains, Jose Capco
  • Re: Special Integral Domains, Jannick Asmus
    • Re: Special Integral Domains, Jose Capco
      • Re: Special Integral Domains, Jose Capco
      • Re: Special Integral Domains, Jose Capco
      • Re: Special Integral Domains, Jannick Asmus
      • Re: Special Integral Domains, Hagen
      • Re: Special Integral Domains, Jose Capco
• Understanding the language of Mathematics, vijay . singh . mail
  • Re: Understanding the language of Mathematics, Bob Kolker
• Periodic function, tommm
  • Re: Periodic function, José Carlos Santos
  • Re: Periodic function, Ioannis
• PLEASE HELP FACTOR, russiandon
  • Re: PLEASE HELP FACTOR, bert
    • Re: PLEASE HELP FACTOR, William Elliot
• modules, localizations and exact sequences, eugene
  • Re: modules, localizations and exact sequences, Jannick Asmus
  • Re: modules, localizations and exact sequences, Dave L. Renfro
  • Re: modules, localizations and exact sequences, Arturo Magidin
    • Re: modules, localizations and exact sequences, linux
      • Re: modules, localizations and exact sequences, linux
      • Re: modules, localizations and exact sequences, Arturo Magidin
      • Re: modules, localizations and exact sequences, Arturo Magidin
      • Re: modules, localizations and exact sequences, linux
      • Re: modules, localizations and exact sequences, Jannick Asmus
      • Re: modules, localizations and exact sequences, Arturo Magidin
      • Re: modules, localizations and exact sequences, Jannick Asmus
    • Re: modules, localizations and exact sequences, eugene
      • Re: modules, localizations and exact sequences, Arturo Magidin
      • Re: modules, localizations and exact sequences, Arturo Magidin
• the \Omega project (please read this!), marian
• Integral involving Log and Exp, Moon
  • Re: Integral involving Log and Exp, David W . Cantrell
  • Re: Integral involving Log and Exp, raymond manzoni
    • Re: Integral involving Log and Exp, raymond manzoni
      • Theank you very much~, Moon
• Convergence of Series, Maury Barbato
  • Re: Convergence of Series, fernando revilla
  • Re: Convergence of Series, William Elliot
  • Re: Convergence of Series, David W . Cantrell
• Cantor, trolls, infinite and stuff, Tonico
  • Re: Cantor, trolls, infinite and stuff, Tonico
  • Re: Cantor, trolls, infinite and stuff, Tony Orlow
    • Re: Cantor, trolls, infinite and stuff, Tonico
    • Re: Cantor, trolls, infinite and stuff, Virgil
      • Re: Cantor, trolls, infinite and stuff, Han de Bruijn
      • Re: Cantor, trolls, infinite and stuff, Tonico
      • Re: Cantor, trolls, infinite and stuff, Han de Bruijn
      • Re: Cantor, trolls, infinite and stuff, Mike Kelly
      • Re: Cantor, trolls, infinite and stuff, Han de Bruijn
      • Re: Cantor, trolls, infinite and stuff, Mike Kelly
      • Re: Cantor, trolls, infinite and stuff, Han de Bruijn
      • Re: Cantor, trolls, infinite and stuff, Jesse F. Hughes
      • Re: Cantor, trolls, infinite and stuff, Tonico
      • Re: Cantor, trolls, infinite and stuff, Mike Kelly
      • Re: Cantor, trolls, infinite and stuff, Virgil
      • Re: Cantor, trolls, infinite and stuff, Tonico
      • Re: Cantor, trolls, infinite and stuff, Tonico
      • Re: Cantor, trolls, infinite and stuff, Han de Bruijn
      • Re: Cantor, trolls, infinite and stuff, Tonico
      • Re: Cantor, trolls, infinite and stuff, David Marcus
      • Re: Cantor, trolls, infinite and stuff, Virgil
      • Re: Cantor, trolls, infinite and stuff, Virgil
    • Re: Cantor, trolls, infinite and stuff, David Marcus
• isomorphism, Frederik
  • Re: isomorphism, fernando revilla
    • Re: isomorphism, Frederik
      • Re: isomorphism, fernando revilla
  • Re: isomorphism, Jannick Asmus
    • Re: isomorphism, fernando revilla
      • Re: isomorphism, Jannick Asmus
      • Re: isomorphism, fernando revilla
• Your Own Home Based Business Just $5, dinesh
• Normalization of a ring, Kira Yamato
  • Re: Normalization of a ring, Jannick Asmus
    • Re: Normalization of a ring, Kira Yamato
      • Re: Normalization of a ring, Jose Capco
  • Re: Normalization of a ring, Axel Vogt
  • Re: Normalization of a ring, Hagen
    • Re: Normalization of a ring, Kira Yamato
    • Re: Normalization of a ring, Kira Yamato
  • Re: Normalization of a ring, linux
    • Re: Normalization of a ring, Jannick Asmus
      • Re: Normalization of a ring, linux
• Projective geometry stuff, gmarkowsky
  • Re: Projective geometry stuff, Thomas Mautsch
  • Re: Projective geometry stuff, Larry Hammick
• from a contest, Kobu
  • Re: from a contest, José Carlos Santos
  • Re: from a contest, Virgil
• why is this true (linear algebra), D@rkCl0ud
  • Re: why is this true (linear algebra), Jon Slaughter
  • Re: why is this true (linear algebra), Paul Sperry
    • Re: why is this true (linear algebra), D@rkCl0ud
      • Re: why is this true (linear algebra), José Carlos Santos
      • Re: why is this true (linear algebra), Paul Sperry
  • Re: why is this true (linear algebra), José Carlos Santos
    • Re: why is this true (linear algebra), D@rkCl0ud
      • Re: why is this true (linear algebra), Arturo Magidin
• diophantine eq., Ashay Burungale
  • Re: diophantine eq., Danny
    • Re: diophantine eq., Narcoleptic Insomniac
  • Re: diophantine eq., Danny
• nice combinatorial geometry, Ashay Burungale
  • Re: nice combinatorial geometry, Proginoskes
• Divisibility Proof - Help Needed, MoeBlee
  • Re: Divisibility Proof - Help Needed, Tim Peters
    • Re: Divisibility Proof - Help Needed, MoeBlee
• Aleph0 or Aleph1?, eestath
  • Re: Aleph0 or Aleph1?, Gene Ward Smith
    • Re: Aleph0 or Aleph1?, David R Tribble
• Don't understand this tensor notation, Jay G. Scott
  • Re: Don't understand this tensor notation, mskirvin
• Math TV Series Available For Download, info
  • Re: Math TV Series Available For Download, Amateur
• Euclideanness and flatness, miguel
  • Re: Euclideanness and flatness, Herman Rubin
  • Re: Euclideanness and flatness, miguel
• Help - How to calculate the IntersectionS of Sine Waves, fldermaus
  • Re: Help - How to calculate the IntersectionS of Sine Waves, fldermaus
  • Re: Help - How to calculate the IntersectionS of Sine Waves, Narasimham
    • Re: Help - How to calculate the IntersectionS of Sine Waves, fldermaus
      • Re: Help - How to calculate the IntersectionS of Sine Waves, Ioannis
      • Re: Help - How to calculate the IntersectionS of Sine Waves, fldermaus
      • Re: Help - How to calculate the IntersectionS of Sine Waves, David W . Cantrell
• Re: Ordinal: Definitions, Virgil
  • Re: Ordinal: Definitions, zuhair
    • Re: Ordinal: Definitions, Virgil
      • Re: Ordinal: Definitions, zuhair
      • Re: Ordinal: Definitions, Deedlit
  • Re: Ordinal: Definitions, zuhair
    • Re: Ordinal: Definitions, MoeBlee
      • Re: Ordinal: Definitions, Lester Zick
      • Re: Ordinal: Definitions, MoeBlee
      • Re: Ordinal: Definitions, Lester Zick
      • Re: Ordinal: Definitions, MoeBlee
      • Re: Ordinal: Definitions, Lester Zick
      • Re: Ordinal: Definitions, Mark Nudelman
      • Re: Ordinal: Definitions, Lester Zick
  • <Possible follow-ups>
  • Re: Ordinal: Definitions, Tonico
    • Re: Ordinal: Definitions, zuhair
    • Re: Ordinal: Definitions, zuhair
  • Re: Ordinal: Definitions, MoeBlee
    • Re: Ordinal: Definitions, zuhair
      • Re: Ordinal: Definitions, MoeBlee
      • Re: Ordinal: Definitions, zuhair
      • Re: Ordinal: Definitions, MoeBlee
      • Re: Ordinal: Definitions, zuhair
      • Re: Ordinal: Definitions, MoeBlee
      • Re: Ordinal: Definitions, zuhair
      • Re: Ordinal: Definitions, MoeBlee
      • Re: Ordinal: Definitions, zuhair
      • Re: Ordinal: Definitions, Deedlit
      • Re: Ordinal: Definitions, zuhair
      • Re: Ordinal: Definitions, MoeBlee
      • Re: Ordinal: Definitions, zuhair
      • Re: Ordinal: Definitions, MoeBlee
  • Re: Ordinal: Definitions, Deedlit
    • Re: Ordinal: Definitions, zuhair
      • Re: Ordinal: Definitions, MoeBlee
• Numbers in Binary Representation, Maury Barbato
  • Re: Numbers in Binary Representation, G.E. Ivey
    • Re: Numbers in Binary Representation, Michael Orion
  • Re: Numbers in Binary Representation, Scott Fluhrer
  • Re: Numbers in Binary Representation, Maury Barbato
• Mathcad 13 -> parse xmcd file, Vijay
• Recursion, Susan
  • Re: Recursion, Proginoskes
    • Re: Recursion, Virgil
    • Re: Recursion, Proginoskes
• Vector differential calculus, bluelabel
  • Re: Vector differential calculus, Ulysse from CH
    • Re: Vector differential calculus, bluelabel
  • Re: Vector differential calculus, Jannick Asmus
• Uniform continuity, jennifer
  • Re: Uniform continuity, A N Niel
    • Re: Uniform continuity, jennifer
      • Re: Uniform continuity, Dave L. Renfro
      • Re: Uniform continuity, jennifer
      • Re: Uniform continuity, Dave L. Renfro
      • Re: Uniform continuity, G.E. Ivey
      • Re: Uniform continuity, ArtflDodgr
      • Re: Uniform continuity, The World Wide Wade
      • Re: Uniform continuity, Ioannis
      • Re: Uniform continuity, Dave L. Renfro
      • Re: Uniform continuity, Dave L. Renfro
      • Re: Uniform continuity, Dave L. Renfro
      • Re: Uniform continuity, jennifer
  • Re: Uniform continuity, ArtflDodgr
• dense in R?, diablo
  • Re: dense in R?, A N Niel
    • Re: dense in R?, diablo
  • Re: dense in R?, Dave L. Renfro
    • Re: dense in R?, Dave L. Renfro
      • Re: dense in R?, Ioannis
  • Re: dense in R?, The World Wide Wade
  • Re: dense in R?, linux
• Minimum number of points for drawing a curve, Farooq W
  • Re: Minimum number of points for drawing a curve, bert
• showing "onto", vsgdp
  • Re: showing "onto", Arturo Magidin
    • Re: showing "onto", fernando revilla
      • Re: showing "onto", Arturo Magidin
  • Re: showing "onto", The World Wide Wade
    • Re: showing "onto", fernando revilla
      • Re: showing "onto", Arturo Magidin
      • Re: showing "onto", MoeBlee
      • Re: showing "onto", fernando revilla
      • Re: showing "onto", MoeBlee
      • Re: showing "onto", ab
  • Re: showing "onto", G. Kramer
    • Re: showing "onto", MoeBlee
      • Re: showing "onto", G. Kramer
      • Re: showing "onto", MoeBlee
      • Re: showing "onto", MoeBlee
      • Re: showing "onto", ab
• confusion on similar sets,, vsgdp
  • Re: confusion on similar sets,, Arturo Magidin
    • Re: confusion on similar sets,, vsgdp
      • Re: confusion on similar sets,, Robert Israel
      • Re: confusion on similar sets,, Arturo Magidin
• INTERESTING PRO, Ashay Burungale
  • Re: INTERESTING PRO, Ashay Burungale
    • Re: INTERESTING PRO, fernando revilla
    • Re: INTERESTING PRO, Tonico
      • Re: INTERESTING PRO, Tonico
      • Re: INTERESTING PRO, Tonico
• Re: nice pro., Ashay Burungale
  • Re: nice pro., Ashay Burungale
• Any good textbook?, cactus3006
  • Re: Any good textbook?, Pubkeybreaker
• help with matrix problem, kev
  • <Possible follow-ups>
  • Re: help with matrix problem, fernando revilla
• Finding median in theta(n^lg3) time, ericunfuk
  • Re: Finding median in theta(n^lg3) time, Robert Israel
    • Re: Finding median in theta(n^lg3) time, ericunfuk
  • Re: Finding median in theta(n^lg3) time, Tim Peters
• help with polynomial problem, kev
  • Re: help with polynomial problem, Ulysse from CH
    • Re: help with polynomial problem, kev
    • Re: help with polynomial problem, Jannick Asmus
• Help with calculus convergent sequence, jarett
  • Re: Help with calculus convergent sequence, Dave L. Renfro
    • Re: Help with calculus convergent sequence, G. A. Edgar
      • Re: Help with calculus convergent sequence, Dave L. Renfro
  • Re: Help with calculus convergent sequence, jarett
• FREE Work At Home Job Finder(5686), Prakash
• Who really invented calculus?, jryahem
  • Re: Who really invented calculus?, Gene Ward Smith
    • Re: Who really invented calculus?, mzafrullah
      • Re: Who really invented calculus?, kilian heckrodt
      • Re: Who really invented calculus?, mzafrullah
      • Re: Who really invented calculus?, Hero
      • Re: Who really invented calculus?, mzafrullah
      • Re: Who really invented calculus?, Herman Jurjus
      • Re: Who really invented calculus?, Bob Kolker
    • Re: Who really invented calculus?, David R Tribble
    • Re: Who really invented calculus?, Bob Kolker
      • Re: Who really invented calculus?, Narasimham
      • Re: Who really invented calculus?, Gene Ward Smith
      • Re: Who really invented calculus?, Gene Ward Smith
      • Re: Who really invented calculus?, Bob Kolker
  • Re: Who really invented calculus?, gjedwards
    • Re: Who really invented calculus?, David Moran
    • Re: Who really invented calculus?, Dave L. Renfro
      • Re: Who really invented calculus?, Tonico
    • Re: Who really invented calculus?, Jason Pawloski
    • Re: Who really invented calculus?, Virgil
  • Re: Who really invented calculus?, amzoti
  • Re: Who really invented calculus?, Bob Kolker
  • Re: Who really invented calculus?, jryahem
• Differential Geometry with sphere and circle., mina_world
  • Re: Differential Geometry with sphere and circle., mina_world
  • Re: Differential Geometry with sphere and circle., mina_world
• An infinite series with binomial coefficients, james . smith99
  • Re: An infinite series with binomial coefficients, Gerry Myerson
  • Re: An infinite series with binomial coefficients, [Mr.] Lynn Kurtz
    • Re: An infinite series with binomial coefficients, [Mr.] Lynn Kurtz
  • Message not available
    • Re: An infinite series with binomial coefficients, james . smith99
• how to compute confidence intervals from log-transformed parameters?, donaldduck
  • Re: how to compute confidence intervals from log-transformed parameters?, Robert Israel
    • Re: how to compute confidence intervals from log-transformed parameters?, donaldduck
    • Re: how to compute confidence intervals from log-transformed parameters?, donaldduck
      • Re: how to compute confidence intervals from log-transformed parameters?, Robert Israel
      • Re: how to compute confidence intervals from log-transformed parameters?, karl
      • Re: how to compute confidence intervals from log-transformed parameters?, donaldduck
      • Re: how to compute confidence intervals from log-transformed parameters?, donaldduck
• need proof hint,, vsgdp
  • Re: need proof hint,, Arturo Magidin
• another countable question,, vsgdp
  • Re: another countable question,, William Elliot
• A question on countability proof, vsgdp
  • Re: A question on countability proof, Arturo Magidin
• Maple sequences, Lord Protector
  • Re: Maple sequences, Robert Israel
    • Re: Maple sequences, kilian heckrodt
• Implicit function theoren, tommm
• {kv - [kv]: 0<v<1, v irrational, k = 1,2,3,...} is dense in [0,1] -- simple proof wanted., Eric Thurschwell
  • Re: {kv - [kv]: 0<v<1, v irrational, k = 1,2,3,...} is dense in [0,1] -- simple proof wanted., Robert Israel
    • Re: {kv - [kv]: 0<v<1, v irrational, k = 1,2,3,...} is dense in [0,1] -- simple proof wanted., linux
      • Re: {kv - [kv]: 0<v<1, v irrational, k = 1,2,3,...} is dense in [0,1] -- simple proof wanted., Robert Israel
      • Re: {kv - [kv]: 0<v<1, v irrational, k = 1,2,3,...} is dense in [0,1] -- simple proof wanted., linux
      • Re: {kv - [kv]: 0<v<1, v irrational, k = 1,2,3,...} is dense in [0,1] -- simple proof wanted., linux
      • Re: {kv - [kv]: 0<v<1, v irrational, k = 1,2,3,...} is dense in [0,1] -- simple proof wanted., Eric Thurschwell
      • Re: {kv - [kv]: 0<v<1, v irrational, k = 1,2,3,...} is dense in [0,1] -- simple proof wanted., Eric Thurschwell
    • Re: {kv - [kv]: 0<v<1, v irrational, k = 1,2,3,...} is dense in [0,1] -- simple proof wanted., Eric Thurschwell
    • Re: {kv - [kv]: 0<v<1, v irrational, k = 1,2,3,...} is dense in [0,1] -- simple proof wanted., Eric Thurschwell
• Z(R)-Module, Frederik
  • Re: Z(R)-Module, Arturo Magidin
    • Re: Z(R)-Module, Frederik
      • Re: Z(R)-Module, Arturo Magidin
• Linear Algebra verification required, jennifer
  • Re: Linear Algebra verification required, Arturo Magidin
• {k(x-[x]) : x>0, k=1,2,3,...} is dense in [0,1] -- simple proof wanted, Eric Thurschwell
• Re: Elementary Group Theory Question, Veselin
  • Re: Elementary Group Theory Question, M.J.T. Guy
• Are integral f(x) dx and integral f(y) dy same?, agentsolver
  • Re: Are integral f(x) dx and integral f(y) dy same?, A N Niel
    • Re: Are integral f(x) dx and integral f(y) dy same?, agentsolver
      • Re: Are integral f(x) dx and integral f(y) dy same?, Randy Poe
      • Re: Are integral f(x) dx and integral f(y) dy same?, Virgil
      • Re: Are integral f(x) dx and integral f(y) dy same?, schoenfeld . one
  • Re: Are integral f(x) dx and integral f(y) dy same?, The World Wide Wade
    • Re: Are integral f(x) dx and integral f(y) dy same?, agentsolver
      • Re: Are integral f(x) dx and integral f(y) dy same?, Bob Kolker
• Are integral f(x) dx and integral f(y) dy?, agentsolver
  • Re: Are integral f(x) dx and integral f(y) dy?, mathman
• lattice theory question, wally100
  • Re: lattice theory question, William Elliot
• Countable unions of finite sets w/o choice, Stephen J. Herschkorn
  • Re: Countable unions of finite sets w/o choice, A N Niel
    • Re: Countable unions of finite sets w/o choice, mathman
      • Re: Countable unions of finite sets w/o choice, Rupert
      • Re: Countable unions of finite sets w/o choice, Tim Peters
      • Re: Countable unions of finite sets w/o choice, Dik T. Winter
      • Re: Countable unions of finite sets w/o choice, Arturo Magidin
      • Re: Countable unions of finite sets w/o choice, Arturo Magidin
      • Re: Countable unions of finite sets/countable ordinals w/o choice, Stephen J. Herschkorn
      • Re: Countable unions of finite sets/countable ordinals w/o choice, William Elliot
      • Re: Countable unions of finite sets/countable ordinals w/o choice, Peter Webb
  • Re: Countable unions of finite sets w/o choice, Virgil
  • Re: Countable unions of finite sets w/o choice, Herman Rubin
  • Re: Countable unions of finite sets w/o choice, Stephen J. Herschkorn
    • Re: Countable unions of finite sets w/o choice, Stephen J. Herschkorn
      • Re: Countable unions of finite sets w/o choice, Herman Rubin
      • Re: Countable unions of finite sets w/o choice, Butch Malahide
      • Re: Countable unions of finite sets w/o choice, Herman Rubin
      • Re: Countable unions of finite sets w/o choice, Stephen J. Herschkorn
      • Re: Countable unions of finite sets w/o choice, Virgil
      • Re: Countable unions of finite sets w/o choice, Stephen J. Herschkorn
• Re: Taylor Series of f(t-tau), David C. Ullrich
  • <Possible follow-ups>
  • Re: Taylor Series of f(t-tau), Ignacio Larrosa Cañestro
• Character Tables for M24 and M12, PaulHjelmstad
  • Re: Character Tables for M24 and M12, victor_meldrew_666
    • Re: Character Tables for M24 and M12, PaulHjelmstad
      • Re: Character Tables for M24 and M12, PaulHjelmstad
      • Re: Character Tables for M24 and M12, Jyrki Lahtonen
      • Re: Character Tables for M24 and M12, PaulHjelmstad
      • Re: Character Tables for M24 and M12, Jyrki Lahtonen
      • Re: Character Tables for M24 and M12, PaulHjelmstad
• observation on zeta-zeros, Gottfried Helms
  • Re: observation on zeta-zeros, Gottfried Helms
• " equation f( d/dx g ) = d/dx ( f o g ) ", alainverghote@xxxxxxxx
  • Re: " equation f( d/dx g ) = d/dx ( f o g ) ", Pawel Gladki
    • Re: " equation f( d/dx g ) = d/dx ( f o g ) ", alainverghote@xxxxxxxx
      • Re: " equation f( d/dx g ) = d/dx ( f o g ) ", alainverghote@xxxxxxxx
• Unconstrained 0-1 non-linear programming, Olw
  • Re: Unconstrained 0-1 non-linear programming, Rob Pratt
    • Re: Unconstrained 0-1 non-linear programming, Olw
  • Message not available
    • Re: Unconstrained 0-1 non-linear programming, Olw
• weak Hilbert Nullstellensatz in a not algerbraically closed field, eugene
  • Re: weak Hilbert Nullstellensatz in a not algerbraically closed field, Jannick Asmus
    • Re: weak Hilbert Nullstellensatz in a not algerbraically closed field, eugene
      • Re: weak Hilbert Nullstellensatz in a not algerbraically closed field, Jannick Asmus
  • Re: weak Hilbert Nullstellensatz in a not algerbraically closed field, Hagen
    • Re: weak Hilbert Nullstellensatz in a not algerbraically closed field, Hagen
    • Re: weak Hilbert Nullstellensatz in a not algerbraically closed field, Marc Olschok
      • Re: weak Hilbert Nullstellensatz in a not algerbraically closed field, Jannick Asmus
• How to factor ideals in Maple?, James
• ideals I,j such that IJ = I intersection J, eugene
  • Re: ideals I,j such that IJ = I intersection J, Pawel Gladki
• Politics in Mathematics ? Why ?, alex.lupas
  • Re: Politics in Mathematics ? Why ?, Robert Israel
    • Re: Politics in Mathematics ? Why ?, sttscitrans
  • Re: Politics in Mathematics ? Why ?, kilian heckrodt
• Shortest distance from point to curve in xy-plane?, Magnus
  • Re: Shortest distance from point to curve in xy-plane?, Pubkeybreaker
    • Re: Shortest distance from point to curve in xy-plane?, William Elliot
  • Re: Shortest distance from point to curve in xy-plane?, dl
• Existence of unique solutions for all t on a locally lipschitz system, iamdjvishnu
  • Re: Existence of unique solutions for all t on a locally lipschitz system, Robert Israel
• Studying solution of equation, Paul Smith
  • Re: Studying solution of equation, Paul Smith
  • Re: Studying solution of equation, Robert Israel
    • Re: Studying solution of equation, Paul Smith
• convergence proof - non cooperative game, jonagold
  • Re: convergence proof - non cooperative game, M.J.T. Guy
  • <Possible follow-ups>
  • convergence proof - non cooperative game, jonagold
  • convergence proof - non cooperative game, jonagold
• Why, Eytan
  • Re: Why, Eytan
    • Re: Why, Gib Bogle
• continuous function bounded by concave function, diablo
  • Re: continuous function bounded by concave function, David C . Ullrich
    • Re: continuous function bounded by concave function, José Carlos Santos
      • Re: continuous function bounded by concave function, diablo
      • Re: continuous function bounded by concave function, David C. Ullrich
  • Re: continuous function bounded by concave function, Robert Israel
    • Re: continuous function bounded by concave function, diablo
• Convergence in Measure Question, Jason Pawloski
  • Re: Convergence in Measure Question, Jason Pawloski
• Gabriel's Horn, Mkajuma Mbogho
  • Re: Gabriel's Horn, Proginoskes
  • Re: Gabriel's Horn, David C . Ullrich
  • Re: Gabriel's Horn, Dave L. Renfro
    • Re: Gabriel's Horn, Dave L. Renfro
  • Re: Gabriel's Horn, Narasimham
  • Re: Gabriel's Horn, [Mr.] Lynn Kurtz
    • Re: Gabriel's Horn, Mkajuma Mbogho
      • Re: Gabriel's Horn, [Mr.] Lynn Kurtz
• maximum of u, u solves Poisson's eq., don
• Re: Finding perfect pair, miguel
• P(lim inf_n An) < lim inf_n P(An), quebecstat
  • Re: P(lim inf_n An) < lim inf_n P(An), NiceProbabilist
  • Re: P(lim inf_n An) < lim inf_n P(An), Robert Israel
• non linear data help, isaac_2004
  • Re: non linear data help, Phil Sherrod
• Recurrences, ericunfuk
• Question about Axiom of Regularity, agapito6314
  • Re: Question about Axiom of Regularity, Arturo Magidin
    • Re: Question about Axiom of Regularity, agapito6314
      • Re: Question about Axiom of Regularity, Virgil
      • Re: Question about Axiom of Regularity, Arturo Magidin
      • Re: Question about Axiom of Regularity, agapito6314
      • Re: Question about Axiom of Regularity, Arturo Magidin
      • Re: Question about Axiom of Regularity, agapito6314
  • Re: Question about Axiom of Regularity, Chip Eastham
    • Re: Question about Axiom of Regularity, Chip Eastham
      • Re: Question about Axiom of Regularity, agapito6314
• Find the minimum of a set in modulo n, Dani Camps
  • Re: Find the minimum of a set in modulo n, Gerry Myerson
    • Re: Find the minimum of a set in modulo n, Dani Camps
      • Re: Find the minimum of a set in modulo n, Gerry Myerson
      • Re: Find the minimum of a set in modulo n, Dani Camps
      • Re: Find the minimum of a set in modulo n, Gerry Myerson
• Re: Seven Sided Star--/, JEMebius
• homotopy equivalent ?, Fedor
  • Re: homotopy equivalent ?, Achava Nakhash, the Loving Snake
    • Re: homotopy equivalent ?, Jules
      • Re: homotopy equivalent ?, Jules
      • Re: homotopy equivalent ?, Fedor
      • Re: homotopy equivalent ?, Achava Nakhash, the Loving Snake
• Simple ellipse intersect question, Bryan
  • Re: Simple ellipse intersect question, Narasimham
    • Re: Simple ellipse intersect question, Chip Eastham
      • Re: Simple ellipse intersect question, Narasimham
  • Re: Simple ellipse intersect question, maticusg
    • Re: Simple ellipse intersect question, dl
• to JSH: twin prime conjecture, gjedwards
  • Re: to JSH: twin prime conjecture, Richard Henry
    • Re: to JSH: twin prime conjecture, William Hughes
  • Re: to JSH: twin prime conjecture, Ted Mieker
  • Re: to JSH: twin prime conjecture, Tim Peters
• Re: Naturality in category theory, Marc Olschok
• Re: Complex matrices, fernando revilla
• Proof on solution of Non linear ODE, v . srikrishnan
  • Re: Proof on solution of Non linear ODE, Narasimham
• countable problem,, vsgdp
  • Re: countable problem,, José Carlos Santos
  • Re: countable problem,, Arturo Magidin
  • Re: countable problem,, David C . Ullrich
• Please help me sum 3, 6, 9, ........300, Brooke
  • Re: Please help me sum 3, 6, 9, ........300, Michael Orion
  • Re: Please help me sum 3, 6, 9, ........300, Richard Tobin
  • Re: Please help me sum 3, 6, 9, ........300, Amateur
    • Re: Please help me sum 3, 6, 9, ........300, Michael Orion
      • Re: Please help me sum 3, 6, 9, ........300, kilian heckrodt
    • Re: Please help me sum 3, 6, 9, ........300, Hop David
  • Re: Please help me sum 3, 6, 9, ........300, Brooke
  • Re: Please help me sum 3, 6, 9, ........300, kilian heckrodt
  • Re: Please help me sum 3, 6, 9, ........300, Danny
  • Re: Please help me sum 3, 6, 9, --- 300, JEMebius
  • Re: Please help me sum 3, 6, 9, ........300, mathedman
• How did Niccolo Tartaglia solve cubic equations with no x term?, Geoff Harland
  • Re: How did Niccolo Tartaglia solve cubic equations with no x term?, hoz
    • Re: How did Niccolo Tartaglia solve cubic equations with no x term?, Geoff Harland
  • Re: How did Niccolo Tartaglia solve cubic equations with no x term?, Karl M. Bunday
    • Re: How did Niccolo Tartaglia solve cubic equations with no x term?, Geoff Harland
• Julia set of a rational function, eugene
  • Re: Julia set of a rational function, Robert Israel
    • Re: Julia set of a rational function, Ioannis
• ? regularization and number of degree of freedom, Cheng Cosine
  • Re: ? regularization and number of degree of freedom, Lenny -- The illusionist
    • Re: ? regularization and number of degree of freedom, Cheng Cosine
• ill-conditioning solving eigenvector equation, Al
• Quasilinear mean and midrange (terminological question), Mikhail V. Sokolov
• What is the derived function for f(x) = k /((1+x/12)^n), gert
  • Re: What is the derived function for f(x) = k /((1+x/12)^n), Virgil
    • Re: What is the derived function for f(x) = k /((1+x/12)^n), gert
      • Re: What is the derived function for f(x) = k /((1+x/12)^n), Proginoskes
      • Re: What is the derived function for f(x) = k /((1+x/12)^n), Robert Israel
• Laplace's equation / smooth extension, don
• Another algebra problem!, Gary Cooper
  • Re: Another algebra problem!, Jannick Asmus
    • Re: Another algebra problem!, Gary Cooper
    • Re: Another algebra problem!, Gary Cooper
      • Re: Another algebra problem!, Jannick Asmus
      • Re: Another algebra problem!, Gary Cooper
    • Re: Another algebra problem!, Paul Sperry
      • Re: Another algebra problem!, Jannick Asmus
      • Re: Another algebra problem!, Paul Sperry
      • Re: Another algebra problem!, Jannick Asmus
      • Re: Another algebra problem!, Paul Sperry
      • Re: Another algebra problem!, Jannick Asmus
• O(n^2), quebecstat
  • Re: O(n^2), kilian heckrodt
  • Re: O(n^2), Gene Ward Smith
• Re: How ironic, Michael Press
  • Re: How ironic, Virgil
• simple answer?, John Smith
  • Re: simple answer?, G Patel
  • Re: simple answer?, Virgil
• A question related to normal distribution, panxiaoshan
• Re: group and automorphisms, marian
  • Re: group and automorphisms, Anvita
  • <Possible follow-ups>
  • Re: group and automorphisms, marian
    • Re: group and automorphisms,
• Dense problem (or dense poster?), Eric Thurschwell
  • Re: Dense problem (or dense poster?), Julien Santini
    • Re: Dense problem (or dense poster?), Eric Thurschwell
• Recurrence Relation, ericunfuk
  • Re: Recurrence Relation, Ioannis
    • Re: Recurrence Relation, ericunfuk
  • Re: Recurrence Relation, Stephen J. Herschkorn
  • Re: Recurrence Relation, Virgil
  • <Possible follow-ups>
  • Recurrence Relation, ericunfuk
• ax = bx => a = b, vijay . singh . mail
  • Re: ax = bx => a = b, Dirk Van de moortel
    • Re: ax = bx => a = b, vijay . singh . mail
      • Re: ax = bx => a = b, abe . buckingham
      • Re: ax = bx => a = b, Arturo Magidin
      • Re: ax = bx => a = b, A N Niel
      • Re: ax = bx => a = b, Arturo Magidin
      • Re: ax = bx => a = b, gtsavdar
      • Re: ax = bx => a = b, Arturo Magidin
      • Re: ax = bx => a = b, gtsavdar
      • Re: ax = bx => a = b, Arturo Magidin
  • Re: ax = bx => a = b, Virgil
    • Re: ax = bx => a = b, Jannick Asmus
      • Re: ax = bx => a = b, A N Niel
• White and Nerdy formula, Richard Henry
  • Re: White and Nerdy formula, Jason Pawloski
    • Re: White and Nerdy formula, Jason Pawloski
      • Re: White and Nerdy formula, Richard Henry
      • Re: White and Nerdy formula, kellrobinson
      • Re: White and Nerdy formula, Richard Henry
      • Re: White and Nerdy formula, Ben Rudiak-Gould
• maximal ideals for C[x,y]/(f(x),g(x)), Frederik
  • Re: maximal ideals for C[x,y]/(f(x),g(x)), Arturo Magidin
    • Re: maximal ideals for C[x,y]/(f(x),g(x)), Jannick Asmus
    • Re: maximal ideals for C[x,y]/(f(x),g(x)), Ross
      • Re: maximal ideals for C[x,y]/(f(x),g(x)), Arturo Magidin
• An Intuitive Approach to SET and SET MEMBERSHIP., zuhair
  • Re: An Intuitive Approach to SET and SET MEMBERSHIP., zuhair
  • Re: An Intuitive Approach to SET and SET MEMBERSHIP., Tonico
    • Re: An Intuitive Approach to SET and SET MEMBERSHIP., zuhair
      • Re: An Intuitive Approach to SET and SET MEMBERSHIP., porky_pig_jr@xxxxxxxxxxx
      • Re: An Intuitive Approach to SET and SET MEMBERSHIP., Dave L. Renfro
      • Re: An Intuitive Approach to SET and SET MEMBERSHIP., Dave L. Renfro
      • Re: An Intuitive Approach to SET and SET MEMBERSHIP., zuhair
      • Re: An Intuitive Approach to SET and SET MEMBERSHIP., Pubkeybreaker
      • Re: An Intuitive Approach to SET and SET MEMBERSHIP., Tonico
      • Re: An Intuitive Approach to SET and SET MEMBERSHIP., zuhair
      • Re: An Intuitive Approach to SET and SET MEMBERSHIP., Tonico
  • Re: An Intuitive Approach to SET and SET MEMBERSHIP., Jason Pawloski
• California Basic Education Skills Test, David R Tribble
  • Re: California Basic Education Skills Test, Dave L. Renfro
• ordering of integer points in a hypercube, dl
  • Re: ordering of integer points in a hypercube, kunzmilan
    • Re: ordering of integer points in a hypercube, dl
      • Re: ordering of integer points in a hypercube, astanoff
      • Re: ordering of integer points in a hypercube, kunzmilan
      • Re: ordering of integer points in a hypercube, dl
      • Re: ordering of integer points in a hypercube, kunzmilan
      • Re: ordering of integer points in a hypercube, dl
• Re: Pure Math and Applied Math, fernando revilla
  • <Possible follow-ups>
  • Re: Pure Math and Applied Math, Nico Benschop
  • Re: Pure Math and Applied Math, Rotwang
    • Re: Pure Math and Applied Math, Aluminium Holocene Holodeck Zoroaster
    • Re: Pure Math and Applied Math, jstevh
      • Re: Pure Math and Applied Math, sg552
    • Re: JSH: Pure Math and Applied Math, Tim Peters
      • Re: JSH: Pure Math and Applied Math, sg552
• Elementary Functions, Maury Barbato
  • Re: Elementary Functions, Dave L. Renfro
    • Re: Elementary Functions, Maury Barbato
      • Re: Elementary Functions, Dave L. Renfro
• Where is a mobile phone :-), BabboNatale
• Borelian sets, Rafael Cabanillas
  • Re: Borelian sets, Arturo Magidin
  • Re: Borelian sets, Stephen J. Herschkorn
  • Re: Borelian sets, José Carlos Santos
• Equation solution has a messy expression, Paul Smith
  • Re: Equation solution has a messy expression, Arturo Magidin
  • Re: Equation solution has a messy expression, Gene Ward Smith
    • Re: Equation solution has a messy expression, Robert Israel
  • Re: Equation solution has a messy expression, OwlHoot
    • Re: Equation solution has a messy expression, Paul Smith
      • Re: Equation solution has a messy expression, Virgil
• analysis with integral..., mina_world
  • Re: analysis with integral..., The Qurqirish Dragon
    • Re: analysis with integral..., mina_world
  • Re: analysis with integral..., Jannick Asmus
  • Re: analysis with integral..., fernando revilla
    • Re: analysis with integral..., fernando revilla
  • Re: analysis with integral..., Ronald Bruck
• Achimedes demonstration, Rodrigo Garcia
  • Re: Achimedes demonstration, The Last Danish Pastry
• Re: Fourier Series, A N Niel
  • <Possible follow-ups>
  • Re: Fourier Series, Duncan Muirhead
  • Re: Fourier Series, Stephen Montgomery-Smith
  • Re: Fourier Series, David C . Ullrich
• (Yet another math joke) Definitions for the math qualifying exams, Snis Pilbor
• Generalizing metrics, Michael Stemper
  • Re: Generalizing metrics, David C . Ullrich
• Re: Seven Sided Star, Michael Harrington
  • <Possible follow-ups>
  • Re: Seven Sided Star, Gerry Myerson
  • Re: Seven Sided Star, victor_meldrew_666
    • Re: Seven Sided Star, Lee Rudolph
  • Re: Seven Sided Star, Proginoskes
• How do you find the componant parts?, Thebeebs
  • Re: How do you find the componant parts?, alainverghote@xxxxxxxx
    • Re: How do you find the componant parts?, Thebeebs
• twin prime conjecture, larry.freeman@xxxxxxxxx
  • Re: twin prime conjecture, larry.freeman@xxxxxxxxx
    • Re: twin prime conjecture, Gerry Myerson
      • Re: twin prime conjecture, larry.freeman@xxxxxxxxx
      • Re: twin prime conjecture, Gerry Myerson
      • Re: twin prime conjecture, larry.freeman@xxxxxxxxx
      • Re: twin prime conjecture, fernando revilla
      • Re: twin prime conjecture, larry.freeman@xxxxxxxxx
      • Re: twin prime conjecture, Gerry Myerson
      • Re: twin prime conjecture, Phil Carmody
      • Re: twin prime conjecture, Proginoskes
      • Re: twin prime conjecture, larry.freeman@xxxxxxxxx
      • Re: twin prime conjecture, jankrihau
      • Re: twin prime conjecture, Gerry Myerson
      • Re: twin prime conjecture, Phil Carmody
      • Re: twin prime conjecture, Gerry Myerson
      • Re: twin prime conjecture, larry.freeman@xxxxxxxxx
      • Re: twin prime conjecture, Phil Carmody
      • Re: twin prime conjecture, larry.freeman@xxxxxxxxx
    • Re: twin prime conjecture, luiroto
      • Re: twin prime conjecture, larry.freeman@xxxxxxxxx
      • Re: twin prime conjecture, Phil Carmody
    • Re: twin prime conjecture, Gene Ward Smith
      • Re: twin prime conjecture, larry.freeman@xxxxxxxxx
      • Re: twin prime conjecture, Gene Ward Smith
  • Re: twin prime conjecture, Eric Schmidt
    • Re: twin prime conjecture, larry.freeman@xxxxxxxxx
  • Re: twin prime conjecture, schoenfeld . one
    • Re: twin prime conjecture, larry.freeman@xxxxxxxxx
  • Re: twin prime conjecture, John Roberts-Jones
    • Re: twin prime conjecture, larry.freeman@xxxxxxxxx
      • Re: twin prime conjecture, larry.freeman@xxxxxxxxx
      • Re: twin prime conjecture, John Roberts-Jones
      • Re: twin prime conjecture, larry.freeman@xxxxxxxxx
      • Re: twin prime conjecture, Aluminium Holocene Holodeck Zoroaster
  • Re: twin prime conjecture, jankrihau
    • Re: twin prime conjecture, larry.freeman@xxxxxxxxx
      • Re: twin prime conjecture, Proginoskes
      • Re: twin prime conjecture, Proginoskes
      • Re: twin prime conjecture, larry.freeman@xxxxxxxxx
      • Re: twin prime conjecture, larry.freeman@xxxxxxxxx
      • Re: twin prime conjecture, larry.freeman@xxxxxxxxx
      • Re: twin prime conjecture, jankrihau
      • Re: twin prime conjecture, larry.freeman@xxxxxxxxx
      • Re: twin prime conjecture, larry.freeman@xxxxxxxxx
      • Re: twin prime conjecture, jankrihau
• eigenfunctions, Nico
  • Re: eigenfunctions, Gerry Myerson
  • Re: eigenfunctions, Robert Israel
  • Re: eigenfunctions, Jim Rockford
• Cohomology beginner. Please help., miguel
  • Re: Cohomology beginner. Please help., barr
  • Re: Cohomology beginner. Please help., Jan Bielawski
    • Re: Cohomology beginner. Please help., miguel
      • Re: Cohomology beginner. Please help., Jan Bielawski
• Are there any affordable distance learning PhD degree?, christopher
  • Re: Are there any affordable distance learning PhD degree?, Poopelmate5753
• Easiest proof of power rule, schoenfeld . one
  • Re: Easiest proof of power rule, Proginoskes
• Counting items in multivariate problme, Presente Starcion
  • Re: Counting items in multivariate problme, Poopelmate5753
• taylors theorem,, vsgdp
  • Re: taylors theorem,, smn
    • Re: taylors theorem,, David C . Ullrich
• ? how good a chosen fitting model is, Cheng Cosine
  • Re: ? how good a chosen fitting model is, Presente Starcion
  • Re: ? how good a chosen fitting model is, Presente Starcion
• a problem i cant figure out, rossasbill
  • Re: a problem i cant figure out, Proginoskes
  • Re: a problem i cant figure out, BSK
    • Re: a problem i cant figure out, kilian heckrodt
      • Re: a problem i cant figure out, BSK
      • Re: a problem i cant figure out, kilian heckrodt
      • Re: a problem i cant figure out, BSK
      • Re: a problem i cant figure out, kilian heckrodt
      • Re: a problem i cant figure out, jmorriss@xxxxxxxxxxx
      • Re: a problem i cant figure out, kilian heckrodt
      • Re: a problem i cant figure out, jmorriss@xxxxxxxxxxx
      • Re: a problem i cant figure out, kilian heckrodt
  • Re: a problem i cant figure out, kilian heckrodt
• an optimization problem, Roy
  • Re: an optimization problem, Roy
    • Re: an optimization problem, eltetot
      • Re: an optimization problem, Robert Israel
    • Re: an optimization problem, Duncan Muirhead
    • Re: an optimization problem, Robert Israel
      • Re: an optimization problem, Roy
      • Re: an optimization problem, Robert Israel
      • Re: an optimization problem, Roy
      • Re: an optimization problem, Robert Israel
      • Re: an optimization problem, Roy
      • Re: an optimization problem, Robert Israel
      • Re: an optimization problem, Roy
  • <Possible follow-ups>
  • an optimization problem, jiangwu . mail
    • Re: an optimization problem, David W . Cantrell
      • Re: an optimization problem, jiangwu . mail
      • Re: an optimization problem, James Waldby
      • Re: an optimization problem, James Waldby
      • Re: an optimization problem, David W . Cantrell
• normal distribution, dince24
• More efficient methods of finding consecutive non-primes, fatal.serpent
  • Re: More efficient methods of finding consecutive non-primes, Brian
    • Re: More efficient methods of finding consecutive non-primes, fatal.serpent
  • Re: More efficient methods of finding consecutive non-primes, Proginoskes
    • Re: More efficient methods of finding consecutive non-primes, fatal.serpent
  • Re: More efficient methods of finding consecutive non-primes, Phil Carmody
• Representation theory, Hilbert space basic question, James
  • Re: Representation theory, Hilbert space basic question, Stephen Montgomery-Smith
    • Re: Representation theory, Hilbert space basic question, James
      • Re: Representation theory, Hilbert space basic question, Stephen Montgomery-Smith
  • Re: Representation theory, Hilbert space basic question, Presente Starcion
  • Re: Representation theory, Hilbert space basic question, David C . Ullrich
    • Re: Representation theory, Hilbert space basic question, James
      • Re: Representation theory, Hilbert space basic question, David C . Ullrich
    • Re: Representation theory, Hilbert space basic question, Shmuel (Seymour J.) Metz
      • Re: Representation theory, Hilbert space basic question, David C . Ullrich
• Couting terms in an multivariate polynomial expansion..., Mike
  • Re: Couting terms in an multivariate polynomial expansion..., The World Wide Wade
  • Re: Couting terms in an multivariate polynomial expansion..., Presente Starcion
    • Re: Couting terms in an multivariate polynomial expansion..., Mike
• define the division of X/Y, Mike
  • Re: define the division of X/Y, Jonnie
  • Re: define the division of X/Y, The Last Danish Pastry
  • Re: define the division of X/Y, Proginoskes
    • Re: define the division of X/Y, schoenfeld . one
      • Re: define the division of X/Y, Proginoskes
      • Re: define the division of X/Y, schoenfeld . one
      • Re: define the division of X/Y, Proginoskes
      • Re: define the division of X/Y, schoenfeld . one
      • Re: define the division of X/Y, Proginoskes
  • Re: define the division of X/Y, schoenfeld . one
• youtube math video comedy, Bill Hale
  • Re: youtube math video comedy, Jesse F. Hughes
  • Re: youtube math video comedy, The World Wide Wade
    • Re: youtube math video comedy, Gib Bogle
• Re: Integral question, William Elliot
  • Re: Integral question, Proginoskes
    • Re: Integral question, greenishguy
    • Re: Integral question, Michael Press
    • Re: Integral question, Peter L. Montgomery
• conditions for this polynomial to be in Q[X], ben_r_jackson
  • Re: conditions for this polynomial to be in Q[X], Jannick Asmus
    • Re: conditions for this polynomial to be in Q[X], Jannick Asmus
      • Re: conditions for this polynomial to be in Q[X], ben_r_jackson
• Geometry puzzle, The Last Danish Pastry
  • Re: Geometry puzzle, kilian heckrodt
    • Re: Geometry puzzle, The Last Danish Pastry
• local minima/maxima, smo3e
  • Re: local minima/maxima, Arturo Magidin
    • Re: local minima/maxima, philip
      • Re: local minima/maxima, Arturo Magidin
• Subway line problem, lite . on . beta
  • Re: Subway line problem, Jules
    • Re: Subway line problem, lite . on . beta
• Looking for student, Charles57
• Solution to Billingsley's Probability and Measure, NiceProbabilist
  • Re: Solution to Billingsley's Probability and Measure, quebecstat
  • Re: Solution to Billingsley's Probability and Measure, quebecstat
  • Re: Solution to Billingsley's Probability and Measure, quebecstat
  • Re: Solution to Billingsley's Probability and Measure, NiceProbabilist
  • Re: Solution to Billingsley's Probability and Measure, NiceProbabilist
• What is "set composition"?, G Patel
  • Re: What is "set composition"?, sg552
• Could a proof really have existed?, mike4ty4
  • Re: Could a proof really have existed?, Arturo Magidin
    • Re: Could a proof really have existed?, Gene Ward Smith
      • Re: Could a proof really have existed?, Arturo Magidin
      • Re: Could a proof really have existed?, Bart Goddard
      • Re: Could a proof really have existed?, Proginoskes
      • Re: Could a proof really have existed?, The poster formerly known as Colleyville Alan
      • Re: Could a proof really have existed?, Virgil
      • Re: Could a proof really have existed?, cbrown
    • Re: Could a proof really have existed?, Aatu Koskensilta
      • Re: Could a proof really have existed?, Gene Ward Smith
      • Re: Could a proof really have existed?, David C . Ullrich
      • Re: Could a proof really have existed?, aatu . koskensilta
      • Re: Could a proof really have existed?, Gene Ward Smith
      • Re: Could a proof really have existed?, Aatu Koskensilta
      • Re: Could a proof really have existed?, Gene Ward Smith
      • Re: Could a proof really have existed?, Keith Ramsay
      • Re: Could a proof really have existed?, David Bernier
      • Re: Could a proof really have existed?, Mitch
      • Re: Could a proof really have existed?, Keith Ramsay
    • Re: Could a proof really have existed?, Gerry Myerson
      • Re: Could a proof really have existed?, Michael Press
    • Re: Could a proof really have existed?, Richard Tobin
  • Re: Could a proof really have existed?, Lester Zick
  • Re: Could a proof really have existed?, Shmuel (Seymour J.) Metz
  • Re: Could a proof really have existed?, judsoss
• 2 solutions to counting problem, odd difference., lite . on . beta
  • Re: 2 solutions to counting problem, odd difference., A N Niel
  • Re: 2 solutions to counting problem, odd difference., Arturo Magidin
  • Re: 2 solutions to counting problem, odd difference., Keith A. Lewis
  • Re: 2 solutions to counting problem, odd difference., lite . on . beta
• Semiflow/flow property of Differential Equations, Jason Pawloski
• Some topological countability properties, Dave L. Renfro
• Ternary sequences of length 10?, lite . on . beta
  • Re: Ternary sequences of length 10?, digfarenough
  • Re: Ternary sequences of length 10?, Arturo Magidin
  • Re: Ternary sequences of length 10?, lite . on . beta
  • Re: Ternary sequences of length 10?, Phil Carmody
    • Re: Ternary sequences of length 10?, kunzmilan
• Interesting Problem, Darth
  • Re: Interesting Problem, digfarenough
    • Re: Interesting Problem, Darth
      • Re: Interesting Problem, digfarenough
• How can you show a circle is a (real) conic with a complexification, HY
  • Re: How can you show a circle is a (real) conic with a complexification, Narasimham
• Equidistributed Sequences, Maury Barbato
  • Re: Equidistributed Sequences, Gerry Myerson
    • Re: Equidistributed Sequences, Robert Israel
• Powers and Congruence Classes, Maury Barbato
  • Re: Powers and Congruence Classes, Pubkeybreaker
  • Re: Powers and Congruence Classes, Arturo Magidin
    • Re: Powers and Congruence Classes, Scott Fluhrer
      • Re: Powers and Congruence Classes, Arturo Magidin
• Set or class?, bluelabel
  • Re: Set or class?, Arturo Magidin
    • Re: Set or class?, David C . Ullrich
      • Re: Set or class?, Arturo Magidin
      • Re: Set or class?, bluelabel
• Mapping 2D path to 3D cylinder?, ManWithACar
• Rational Solutions to x^2+y^2 = 2, Octal
  • Re: Rational Solutions to x^2+y^2 = 2, Igor
  • Re: Rational Solutions to x^2+y^2 = 2, Gene Ward Smith
    • Re: Rational Solutions to x^2+y^2 = 2, Gene Ward Smith
  • Re: Rational Solutions to x^2+y^2 = 2, kilian heckrodt
• A most tiresome "ideal" problem... can one feed this to a computer algebra program?, Jose Capco
  • Re: A most tiresome "ideal" problem... can one feed this to a computer algebra program?, Jannick Asmus
    • Re: A most tiresome "ideal" problem... can one feed this to a computer algebra program?, Jannick Asmus
      • Re: A most tiresome "ideal" problem... can one feed this to a computer algebra program?, Jose Capco
• Weird sequence differences, Han de Bruijn
  • Re: Weird sequence differences, M.J.T. Guy
    • Re: Weird sequence differences, Han . deBruijn
• 吉普赛人祖传的神秘读心术.它能测算出你的内心感应, giimyi
• conditional proposition-doubt please give feedback, ashjas
• math symbol, diegotorquemada
  • Re: math symbol, Arturo Magidin
    • Re: math symbol, diegotorquemada
      • Re: math symbol, Arturo Magidin
      • Re: math symbol, Diego Torquemada
      • Re: math symbol, Lee Rudolph
      • Re: math symbol, William Elliot
• inverse of circulant plus diagonal matrix, denvrup
• Function of bounded Variation, Roger
  • Re: Function of bounded Variation, David C . Ullrich
    • Re: Function of bounded Variation, Roger
      • Re: Function of bounded Variation, David C . Ullrich
      • Re: Function of bounded Variation, Roger
      • Re: Function of bounded Variation, David C . Ullrich
  • Re: Function of bounded Variation, Jannick Asmus
• Re: Projective closure of variety question, Jannick Asmus
• New mathematics/physical sciences positions at http://jobs.phds.org, October 09, 2006, PhDs . org Webmaster
• Estimating mean of Normal distribution, persimmonseven
  • Re: Estimating mean of Normal distribution, Robert Israel
    • Re: Estimating mean of Normal distribution, persimmonseven
      • Hadamard tranform Unfolding and Folding for neural nets and data compression, persimmonseven
• combinatorics of graphs on lattice, g.j. van opdorp
  • Re: combinatorics of graphs on lattice, Proginoskes
    • Re: combinatorics of graphs on lattice, g.j. van opdorp
      • Re: combinatorics of graphs on lattice, Proginoskes
• 2 limit problems, Eric
  • Re: 2 limit problems, Virgil
    • Re: 2 limit problems, The World Wide Wade
  • Re: 2 limit problems, fernando revilla
    • Re: 2 limit problems, Eric
      • Re: 2 limit problems, fernando revilla
• confidence interval, dince24
• Is the zero module semisimple?, Anvita
  • Re: Is the zero module semisimple?,
    • Re: Is the zero module semisimple?, Anvita
      • Re: Is the zero module semisimple?, Arturo Magidin
      • Re: Is the zero module semisimple?, Anvita
      • Re: Is the zero module semisimple?, Anvita
      • Re: Is the zero module semisimple?, Arturo Magidin
      • Re: Is the zero module semisimple?, Anvita
      • Re: Is the zero module semisimple?, David Bernier
      • Re: Is the zero module semisimple?, David Bernier
      • Re: Is the zero module semisimple?,
      • Re: Is the zero module semisimple?, Arturo Magidin
      • Re: Is the zero module semisimple?, Anvita
      • Re: Is the zero module semisimple?, Arturo Magidin
      • Re: Is the zero module semisimple?, Nathan
• convergence of a series, rancid moth
  • Re: convergence of a series, The World Wide Wade
  • Re: convergence of a series, William Hughes
    • Re: convergence of a series, rancid moth
• math Singular Value Decomposition resolve, Greg
  • Re: math Singular Value Decomposition resolve, dl
• 2-Plane in N-Space, schoenfeld . one
  • Re: 2-Plane in N-Space, The World Wide Wade
    • Re: 2-Plane in N-Space, schoenfeld . one
  • Re: 2-Plane in N-Space, Robert May
    • Re: 2-Plane in N-Space, kunzmilan
• linear alg. proof help,, D@rkCl0ud
• linear algebra, direct sums, D@rkCl0ud
  • Re: linear algebra, direct sums, Arturo Magidin
    • Re: linear algebra, direct sums, galathaea
      • Re: linear algebra, direct sums, Arturo Magidin
• Re: ordinary differential equation question but over complex numbers, Jannick Asmus
• Sliding block puzzle, Chris Smith
  • Re: Sliding block puzzle, [Mr.] Lynn Kurtz
  • Re: Sliding block puzzle, mdp
• Spec(C[X,Y]/(XY-1)], svuytdehaage@xxxxxxxxxxx
  • Re: Spec(C[X,Y]/(XY-1)], Jannick Asmus
    • Re: Spec(C[X,Y]/(XY-1)], svuytdehaage@xxxxxxxxxxx
      • Re: Spec(C[X,Y]/(XY-1)], Jannick Asmus
      • Re: Spec(C[X,Y]/(XY-1)], svuytdehaage@xxxxxxxxxxx
      • Re: Spec(C[X,Y]/(XY-1)], Jannick Asmus
      • Re: Spec(C[X,Y]/(XY-1)], svuytdehaage@xxxxxxxxxxx
      • Re: Spec(C[X,Y]/(XY-1)], Jannick Asmus
      • Re: Spec(C[X,Y]/(XY-1)], svuytdehaage@xxxxxxxxxxx
      • Re: Spec(C[X,Y]/(XY-1)], svuytdehaage@xxxxxxxxxxx
      • Re: Spec(C[X,Y]/(XY-1)], svuytdehaage@xxxxxxxxxxx
      • Re: Spec(C[X,Y]/(XY-1)], Jannick Asmus
• Combining functions (with limits?), ChrisGEdwards
  • Re: Combining functions (with limits?), ChrisGEdwards
  • Re: Combining functions (with limits?), mathman
    • Re: Combining functions (with limits?), ChrisGEdwards
• Linear Maps 3, jennifer
• Local ring at P is Dedekind, eugene
  • Re: Local ring at P is Dedekind, Arturo Magidin
    • Re: Local ring at P is Dedekind, eugene
      • Re: Local ring at P is Dedekind, Arturo Magidin
      • Re: Local ring at P is Dedekind, eugene
      • Re: Local ring at P is Dedekind, Arturo Magidin
• Countable unions of countable ordinals w/o choice, Stephen J. Herschkorn
  • Re: Countable unions of countable ordinals w/o choice, Rupert
    • Re: Countable unions of countable ordinals w/o choice, Stephen J. Herschkorn
      • Re: Countable unions of countable ordinals w/o choice, Rupert
    • Re: Countable unions of countable ordinals w/o choice, Bill Taylor
      • Re: Countable unions of countable ordinals w/o choice, Rupert
  • Re: Countable unions of countable ordinals w/o choice, Herman Rubin
  • Re: Countable unions of countable ordinals w/o choice, Aatu Koskensilta
• Re: Probable Prime Number, M.J.T. Guy
  • Re: Probable Prime Number, bassam king karzeddin
    • Re: Probable Prime Number, Dik T. Winter
      • Re: Probable Prime Number, Phil Carmody
      • Re: Probable Prime Number, bassam king karzeddin
• Prime ideal in Z[sqrt{-5}], James
  • Re: Prime ideal in Z[sqrt{-5}], Jannick Asmus
  • Re: Prime ideal in Z[sqrt{-5}], Arturo Magidin
  • Re: Prime ideal in Z[sqrt{-5}], Timothy Murphy
• Isomorphism between Sn and An x Z/2Z, Jean Pierre MERX
  • Re: Isomorphism between Sn and An x Z/2Z, José Carlos Santos
  • Re: Isomorphism between Sn and An x Z/2Z, marian
• group action, Shama
  • Re: group action, Arturo Magidin
• Range of the averages convex?, johnson
  • Re: Range of the averages convex?, johnson
    • Re: Range of the averages convex?, José Carlos Santos
    • Re: Range of the averages convex?, johnson
      • Re: Range of the averages convex?, The World Wide Wade
      • Re: Range of the averages convex?, TCL
      • Re: Range of the averages convex?, David C . Ullrich
      • Re: Range of the averages convex?, johnson
      • Re: Range of the averages convex?, David C . Ullrich
      • Re: Range of the averages convex?, johnson
      • Re: Range of the averages convex?, Ronald Bruck
      • Re: Range of the averages convex?, David C . Ullrich
      • Re: Range of the averages convex?, TCL
      • Re: Range of the averages convex?, TCL
• Greek question..., Zelaznog
  • Re: Greek question..., Ioannis
    • Re: Greek question..., Zelaznog
      • Re: Greek question..., John Roberts-Jones
      • Re: Greek question..., Ioannis
      • Re: Greek question..., Stephen Montgomery-Smith
      • Re: Greek question..., Ioannis
      • Re: Greek question..., Richard Tobin
      • Re: Greek question..., Phil Carmody
      • Re: Greek question..., Ioannis
      • Re: Greek question..., Richard Tobin
      • Re: Greek question..., Zelaznog
      • Re: Greek question--, JEMebius
      • Re: Greek question--, Ioannis
      • Re: Greek question--, Ioannis
• Matrix linear system solving, hemanth
• Product of uniform spaces, Victor Porton
  • Re: Product of uniform spaces, José Carlos Santos
• Solving modular equation, tmp1
  • Re: Solving modular equation, William Elliot
    • Re: Solving modular equation, tmp1
      • Re: Solving modular equation, William Elliot
      • Re: Solving modular equation, tmp1
      • Re: Solving modular equation, William Elliot
• Re: Looking for a power series, José Carlos Santos
  • <Possible follow-ups>
  • Re: Looking for a power series, Phil Carmody
    • Re: Looking for a power series, A N Niel
      • Re: Looking for a power series, Phil Carmody
      • Message not available
      • Re: Looking for a power series, José Carlos Santos
      • Re: Looking for a power series, Phil Carmody
      • Re: Looking for a power series, José Carlos Santos
      • Re: Looking for a power series, Phil Carmody
  • Re: Looking for a power series, mathedman
• Common troublemakers and misnomers, Hero
  • Re: Common troublemakers and misnomers, James Dolan
    • Re: Common troublemakers and misnomers, Hero
  • Re: Common troublemakers and misnomers, Luke Wu
    • Re: Common troublemakers and misnomers, Hero
    • Re: Common troublemakers and misnomers, Shmuel (Seymour J.) Metz
      • Re: Common troublemakers and misnomers, Hero
  • Re: Common troublemakers and misnomers, Proginoskes
• Choosing basis rotation planes, schoenfeld . one
  • Re: Choosing basis rotation planes-, JEMebius
    • Re: Choosing basis rotation planes-, schoenfeld . one
      • Re: Choosing basis rotation planes-, Gottfried Helms
      • Re: Choosing basis rotation planes-, schoenfeld . one
• Are eigenvectors independent, Luke Wu
  • Re: Are eigenvectors independent, Jannick Asmus
  • Re: Are eigenvectors independent, José Carlos Santos
    • Re: Are eigenvectors independent,
      • Re: Are eigenvectors independent, José Carlos Santos
      • Re: Are eigenvectors independent,
      • Re: Are eigenvectors independent, Luke Wu
  • Re: Are eigenvectors independent, Arturo Magidin
    • Re: Are eigenvectors independent, Luke Wu
      • Re: Are eigenvectors independent, Arturo Magidin
• Help: Algebraic Topology, melanie
  • Re: Help: Algebraic Topology, W. Dale Hall
    • Re: Help: Algebraic Topology, melanie
      • Re: Help: Algebraic Topology, melanie
      • Re: Help: Algebraic Topology, W. Dale Hall
• Square Free Number, bassam king karzeddin
• Euler rotation matrices, schoenfeld . one
• Linear Algebra: Linear Independence of Nonzero rows in R.E.F., Wanshan Li
  • Re: Linear Algebra: Linear Independence of Nonzero rows in R.E.F., Proginoskes
• Linear Algebra: Linear independence of Subset, Wanshan Li
  • Re: Linear Algebra: Linear independence of Subset, Proginoskes
• hi, Shama
  • Re: hi, Rupert
• is f(x) = ax+b a linear function?, Kobu
  • Re: is f(x) = ax+b a linear function?, Virgil
  • Re: is f(x) = ax+b a linear function?, Gib Bogle
  • Re: is f(x) = ax+b a linear function?, kilian heckrodt
  • Re: is f(x) = ax+b a linear function?, Arturo Magidin
    • Re: is f(x) = ax+b a linear function?, Proginoskes
    • Re: is f(x) = ax+b a linear function?, Proginoskes
      • Re: is f(x) = ax+b a linear function?, alainverghote@xxxxxxxx
      • Re: is f(x) = ax+b a linear function?, Arturo Magidin
      • Re: is f(x) = ax+b a linear function?, alainverghote@xxxxxxxx
• T(f + g) = T(f) + T(g) and similar, theronruiz
  • Re: T(f + g) = T(f) + T(g) and similar, Rupert
  • Re: T(f + g) = T(f) + T(g) and similar, G. A. Edgar
    • Re: T(f + g) = T(f) + T(g) and similar, alainverghote@xxxxxxxx
      • Re: T(f + g) = T(f) + T(g) and similar, theronruiz
    • Re: T(f + g) = T(f) + T(g) and similar, Robert Israel
      • Re: T(f + g) = T(f) + T(g) and similar, Robert Israel
      • Re: T(f + g) = T(f) + T(g) and similar, Robert Israel
  • Re: T(f + g) = T(f) + T(g) and similar, Mikhail V. Sokolov
• A problem for estimator consistency and mean square error., bluebug
• Nigerian Physicist invents 100+ Years Advanced Video Game System, newstips6706
• trig observation/ question, riverman
  • Re: trig observation/ question, drmwecker
  • Re: trig observation/ question, M.J.T. Guy
  • Re: trig observation/ question, Narasimham
• infinite vector spaces,, vsgdp
  • Re: infinite vector spaces, drmwecker
    • Re: infinite vector spaces, José Carlos Santos
      • Re: infinite vector spaces, drmwecker
      • Re: infinite vector spaces, José Carlos Santos
  • Re: infinite vector spaces,, Arturo Magidin
  • Re: infinite vector spaces,, Shmuel (Seymour J.) Metz
    • Re: infinite vector spaces,, schoenfeld . one
      • Re: infinite vector spaces,, Robert Israel
      • Re: infinite vector spaces,, schoenfeld . one
      • Re: infinite vector spaces,, Robert Israel
      • Re: infinite vector spaces,, schoenfeld . one
      • Re: infinite vector spaces,, Virgil
  • Re: infinite vector spaces,, Zdislav V. Kovarik
• Short and direct proof of FLT published (#2), Nico Benschop
  • Re: Short and direct proof of FLT published (#2), Roman B. Binder
    • Re: Short and direct proof of FLT published (#2), Nico Benschop
      • Re: Short and direct proof of FLT published (#2), Roman B. Binder
• hilbert's nullstellensatz, oferlock
  • Re: hilbert's nullstellensatz, eugene
    • Re: hilbert's nullstellensatz, Jannick Asmus
      • Re: hilbert's nullstellensatz, eugene
      • Re: hilbert's nullstellensatz, Jannick Asmus
  • Re: hilbert's nullstellensatz, Timothy Murphy
    • Re: hilbert's nullstellensatz, Jannick Asmus
      • Re: hilbert's nullstellensatz, Timothy Murphy
      • Re: hilbert's nullstellensatz, Jannick Asmus
      • Re: hilbert's nullstellensatz, Timothy Murphy
      • Re: hilbert's nullstellensatz, Jannick Asmus
      • Re: hilbert's nullstellensatz, magya_bloom@xxxxxxxxx
    • Re: hilbert's nullstellensatz, Hagen
      • Re: hilbert's nullstellensatz, Timothy Murphy
      • Re: hilbert's nullstellensatz, Jannick Asmus
      • Re: hilbert's nullstellensatz, Timothy Murphy
      • Re: hilbert's nullstellensatz, Jannick Asmus
• Mathphobia?, Phil Carmody
  • Re: Mathphobia?, drmwecker
  • Re: Mathphobia?, [Mr.] Lynn Kurtz
  • Re: Mathphobia?, Virgil
  • Re: Mathphobia?, William Elliot
  • Re: Mathphobia?, Joseph Hertzlinger
• equality of extension fields, Frederik
  • Re: equality of extension fields, Tonico
• Minimization of Nonlinear Equations using Newton's Iterative Technique, abhisheksgumadi
  • Re: Minimization of Nonlinear Equations using Newton's Iterative Technique, David M Einstein
• Sufficient condition for the Existance of unique solution of a Diff equation, A.E lover
• Re: a proof for consideration, mimouni
  • Re: a proof for consideration, Proginoskes
• L^p norms, TCL
  • Re: L^p norms, A N Niel
    • Re: L^p norms, Stephen Montgomery-Smith
    • Re: L^p norms, TCL
    • Re: L^p norms, TCL
  • Re: L^p norms, TCL
  • Re: L^p norms, The World Wide Wade
• a justifyable formulation for divergent summation using matrix-notation, Gottfried Helms
• cyclic vectors, Kiuhnm
  • Re: cyclic vectors, Jannick Asmus
    • Re: cyclic vectors, Kiuhnm
      • Re: cyclic vectors, Jannick Asmus
  • Re: cyclic vectors, fernando revilla
    • Re: cyclic vectors, Kiuhnm
• A homotopically trivial path, William Elliot
  • Re: A homotopically trivial path, Shmuel (Seymour J.) Metz
    • Re: A homotopically trivial path, William Elliot
      • Re: A homotopically trivial path, Shmuel (Seymour J.) Metz
      • Re: A homotopically trivial path, William Elliot
  • Re: A homotopically trivial path, mskirvin
    • Re: A homotopically trivial path, William Elliot
      • Re: A homotopically trivial path, mskirvin
      • Re: A homotopically trivial path, William Elliot
  • Re: A homotopically trivial path, Tonico
    • Re: A homotopically trivial path, William Elliot
• reccurance relation, d-viper
  • Re: reccurance relation, Gene Ward Smith
  • Re: reccurance relation, fernando revilla
  • Re: reccurance relation, d-viper
    • Re: reccurance relation, Stephen J. Herschkorn
    • Re: reccurance relation, fernando revilla
• PROBLEM OF ADDITION, tod_larsen
  • Re: PROBLEM OF ADDITION, Narcoleptic Insomniac
  • Re: PROBLEM OF ADDITION, Phil Carmody
  • Re: PROBLEM OF ADDITION, The Ghost In The Machine
  • Re: PROBLEM OF ADDITION, Michael Press
    • Re: PROBLEM OF ADDITION, Michael Press
  • Re: PROBLEM OF ADDITION, Pubkeybreaker
• Sine of degrees to 200 decimal points?, Anthony P.
  • Re: Sine of degrees to 200 decimal points?, Gene Ward Smith
    • Re: Sine of degrees to 200 decimal points?, Anthony P.
      • Re: Sine of degrees to 200 decimal points?, kilian heckrodt
      • Re: Sine of degrees to 200 decimal points?, Michael Press
      • Re: Sine of degrees to 200 decimal points?, Michael Press
    • Re: Sine of degrees to 200 decimal points?, TCL
      • Re: Sine of degrees to 200 decimal points?, Gerard Schildberger
      • Re: Sine of degrees to 200 decimal points?, TCL
      • Re: Sine of degrees to 200 decimal points?, Rick Decker
      • Re: Sine of degrees to 200 decimal points?, TCL
      • Re: Sine of degrees to 200 decimal points?, Dave Seaman
      • Re: Sine of degrees to 200 decimal points?, anvera
      • Re: Sine of degrees to 200 decimal points?, anvera
      • Re: Sine of degrees to 200 decimal points?, Thomas Mautsch
      • Re: Sine of degrees to 200 decimal points?, Gene Ward Smith
      • Re: Sine of degrees to 200 decimal points?, Thomas Mautsch
  • Re: Sine of degrees to 200 decimal points?, Tim Peters
    • Re: Sine of degrees to 200 decimal points?, David C . Ullrich
      • Re: Sine of degrees to 200 decimal points?, G. A. Edgar
      • Re: Sine of degrees to 200 decimal points?, Tim Peters
  • Re: Sine of degrees to 200 decimal points?, Phil Carmody
  • Re: Sine of degrees to 200 decimal points?, conesetter
    • Re: Sine of degrees to 200 decimal points?, A N Niel
      • Re: Sine of degrees to 200 decimal points?, Gib Bogle
      • Re: Sine of degrees to 200 decimal points?, porky_pig_jr@xxxxxxxxxxx
• Re: Checking splitting fields, extreme mathematics at work, Jesse F. Hughes
  • Re: Checking splitting fields, extreme mathematics at work, Johnny
    • Re: Checking splitting fields, ext