sci.math

• Date Index

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• Linear Algebra Question, hujin
• Gridded Simplexes, Han de Bruijn
  • Re: Gridded Simplexes, Risto Lankinen
  • Re: Gridded Simplexes, David M Einstein
• galois theory, Jose Antonio
• probability of real factorization., pauldepstein
• Lindeman Theorem, Santiago Díaz González
• can you integrate this function?, Mitch
  • Re: can you integrate this function?, William Elliot
• Fundamental Theroem of finite abelian groups, Eric
  • Re: Fundamental Theroem of finite abelian groups,
    • Re: Fundamental Theroem of finite abelian groups, Eric
• probability - conditional distribution, doghunt
• Can we say (0, 1) is compact in (0, 1)?, comtech
  • Re: Can we say (0, 1) is compact in (0, 1)?, W. Dale Hall
  • Re: Can we say (0, 1) is compact in (0, 1)?, mskirvin
    • Re: Can we say (0, 1) is compact in (0, 1)?, mskirvin
      • Re: Can we say (0, 1) is compact in (0, 1)?, W. Dale Hall
• B to the E beer, fishfry
• How to negate defintion to prove that a function is not uniformly continuous?, comtech
  • Re: How to negate defintion to prove that a function is not uniformly continuous?, Robert Low
  • Re: How to negate defintion to prove that a function is not uniformly continuous?, smn
    • Re: How to negate defintion to prove that a function is not uniformly continuous?, smn
  • Re: How to negate defintion to prove that a function is not uniformly continuous?, David C . Ullrich
• How to use definition to prove that f(x)=sqrt(x) is uniform continuous on the interval [0, +inf), comtech
  • Re: How to use definition to prove that f(x)=sqrt(x) is uniform continuous on the interval [0, +inf), Proginoskes
• Torsion-free groups, Simon Dean
  • Re: Torsion-free groups, Paul Sperry
• engineering mathematics, Vipul
  • Re: engineering mathematics, Mkajuma
• Cantor's Theorem Applied to Time-Perception, yama
  • Re: Cantor's Theorem Applied to Time-Perception, W. Dale Hall
• Negative Mathematics, rer
  • Re: Negative Mathematics, MartinKess
  • Re: Negative Mathematics, Proginoskes
• Theoretical/Rigorous precalculus textbook recommendation(s), gaya . patel
• A bound on the derivative, graumet
  • Re: A bound on the derivative, david petry
    • Re: A bound on the derivative, graumet
      • Re: A bound on the derivative, Robert Israel
      • Message not available
      • Re: A bound on the derivative, Rob Johnson
      • Re: A bound on the derivative, graumet
• riemann integrable functions, woodland
  • Re: riemann integrable functions, Jules
• any theorems about judging non-uniform continuity?, comtech
• Graph algorithm wanted, Tobias Wagner
• Derivative of a differentiable function, PC
  • Re: Derivative of a differentiable function, mskirvin
    • Re: Derivative of a differentiable function, Jules
  • Re: Derivative of a differentiable function, Jules
  • Re: Derivative of a differentiable function, Zdislav V. Kovarik
• Integrating over a volume, problem with simplification, carlos5100
  • Re: Integrating over a volume, problem with simplification, carlos5100
  • Re: Integrating over a volume, problem with simplification, carlos5100
• Another theme of concatenated integers., Dan
  • Re: Another theme of concatenated integers., Gerry Myerson
  • Re: Another theme of concatenated integers., Dan
    • Re: Another theme of concatenated integers., Gerry Myerson
    • Re: Another theme of concatenated integers., quasi
      • Re: Another theme of concatenated integers., quasi
  • Re: Another theme of concatenated integers., Dan
  • Re: Another theme of concatenated integers., Dan
• Re: W(x), michal . zator
• Re: Factorization: over polynomial field, vikas
  • Re: Factorization: over polynomial field, Dave Rusin
• A probability question about poker, QQ
  • Re: A probability question about poker, Robert Israel
• extend charpit's equations, rancid moth
• Hawaiian Earring, sebire
  • Re: Hawaiian Earring, Arturo Magidin
    • Re: Hawaiian Earring, sebire
  • Re: Hawaiian Earring, Nathan
• Approxiamtion of of order Statistics, ogl100
• cone inside sphere problem - find the dimensions of the cone of max volume, jdavca
  • Re: cone inside sphere problem - find the dimensions of the cone of max volume, Mkajuma
    • Re: cone inside sphere problem - find the dimensions of the cone of max volume, jmorriss@xxxxxxxxxxx
  • Message not available
    • Re: cone inside sphere problem - find the dimensions of the cone of max volume, Rob Johnson
• geodesics in hyperbolic plane, berthuffman
  • Re: geodesics in hyperbolic plane, Shmuel (Seymour J.) Metz
• PDE's - Heat flow problem - Please help, ox_f1
  • Re: PDE's - Heat flow problem - Please help, [Mr.] Lynn Kurtz
• Cantor's Diagonal, zuhair
  • Re: Cantor's Diagonal, W. Dale Hall
  • Re: Cantor's Diagonal, jj
  • Re: Cantor's Diagonal, Mkajuma
• computing geodesics, geodesic distance algorithms, g.wall
  • Re: computing geodesics, geodesic distance algorithms, Robert Low
    • Re: computing geodesics, geodesic distance algorithms, g.wall
      • Re: computing geodesics, geodesic distance algorithms, Robert Low
      • Re: computing geodesics, geodesic distance algorithms, Robert Israel
  • Re: computing geodesics, geodesic distance algorithms, Michael Harrington
  • Re: computing geodesics, geodesic distance algorithms, daan Strebe
• frobenius norm, SportsNut
  • Re: frobenius norm, Gerry Myerson
    • Re: frobenius norm, SportsNut
      • Re: frobenius norm, Gerry Myerson
• Re: onto equivalents, Arturo Magidin
• markov, Monica
  • Re: markov, yama
• Thoughts while making pot roast, Matt Gutting
  • Re: Thoughts while making pot roast, Randy Poe
    • Re: Thoughts while making pot roast, imaginatorium
      • Message not available
      • Message not available
      • Re: Thoughts while making pot roast, mensanator@xxxxxxxxxxx
  • Re: Thoughts while making pot roast, Gerry Myerson
    • Re: Thoughts while making pot roast, fishfry
• Is driving time or average velocity normally distributed?, Brablo
  • Re: Is driving time or average velocity normally distributed?, Randy Poe
    • Re: Is driving time or average velocity normally distributed?, Brablo
      • Re: Is driving time or average velocity normally distributed?, William Hughes
      • Re: Is driving time or average velocity normally distributed?, Randy Poe
    • Message not available
      • Re: Is driving time or average velocity normally distributed?, Robert Israel
    • Re: Is driving time or average velocity normally distributed?, New Guy
      • Re: Is driving time or average velocity normally distributed?, Randy Poe
      • Re: Is driving time or average velocity normally distributed?, New Guy
      • Re: Is driving time or average velocity normally distributed?, Robert Low
      • Re: Is driving time or average velocity normally distributed?, Han de Bruijn
      • Message not available
      • Re: Is driving time or average velocity normally distributed?, Han de Bruijn
  • Message not available
    • Re: Is driving time or average velocity normally distributed?, Surendar Jeyadev
  • Message not available
    • Re: Is driving time or average velocity normally distributed?, Han de Bruijn
• Re: conjugate transpose matrix, SusanP
  • Re: conjugate transpose matrix, Robert Low
    • Re: conjugate transpose matrix, SusanP
      • Re: conjugate transpose matrix, Robert Low
  • <Possible follow-ups>
  • Re: conjugate transpose matrix, SusanP
    • Re: conjugate transpose matrix, SusanP
• Re: 小倉優香さんの希望より…, Jeff
• homology of riemann surface of genus 2, oferlock
  • Re: homology of riemann surface of genus 2, Lee Rudolph
    • Re: homology of riemann surface of genus 2, oferlock
• The density of farey fractions, amir.ingber@xxxxxxxxx
  • <Possible follow-ups>
  • The density of farey fractions, amir.ingber@xxxxxxxxx
    • Re: The density of farey fractions, Gerry Myerson
      • Re: The density of farey fractions, Risto Lankinen
• "When are algebraic equations solvable ?" linked with "root curve's genus", William . Le-Ferrand
• Re: Empirical Utility of Dualism, Richard Herring
• Question, ManOfLight
  • Re: Question, Robert Israel
• computation of (n-1) hyperplane slices of n-polyhedra, Alex Hunsley
• Probability of quadratic factorization, pauldepstein
  • Re: Probability of quadratic factorization, pauldepstein
    • Re: Probability of quadratic factorization, pauldepstein
• set theory: definition of dim(S), Alex Hunsley
  • Re: set theory: definition of dim(S), William Elliot
    • Re: set theory: definition of dim(S), Alex Hunsley
      • Re: set theory: definition of dim(S), William Elliot
      • Re: set theory: definition of dim(S), Alex Hunsley
      • Re: set theory: definition of dim(S), William Elliot
  • Re: set theory: definition of dim(S), Lee Rudolph
    • Re: set theory: definition of dim(S), Alex Hunsley
      • Re: set theory: definition of dim(S), Lee Rudolph
    • Re: set theory: definition of dim(S), Gerry Myerson
      • Re: set theory: definition of dim(S), quasi
• compactness and closedness, comtech
  • Re: compactness and closedness, William Elliot
  • Message not available
    • Re: compactness and closedness, comtech
      • Re: compactness and closedness, William Elliot
      • Re: compactness and closedness, comtech
      • Re: compactness and closedness, William Elliot
      • Re: compactness and closedness, David C . Ullrich
• Homomorphism mappings, Eric
  • Re: Homomorphism mappings, Arturo Magidin
    • Re: Homomorphism mappings, Eric
• How to add any title (not titles of section or subsection in thesis) to contents in LATEX2E?, gilevgi
  • Re: How to add any title (not titles of section or subsection in thesis) to contents in LATEX2E?, matthias
• wehat kinda problem is this? i forgot., sean_incali
• Another question from yesterday on homomorphisms, Eric
  • Re: Another question from yesterday on homomorphisms, Mike Kent
  • Re: Another question from yesterday on homomorphisms, Paul Sperry
• Alternating series question, TCL
  • Re: Alternating series question, Jules
  • Re: Alternating series question, David C . Ullrich
• Commutative axiom unnecessary in vector spaces, Eric Thurschwell
  • Re: Commutative axiom unnecessary in vector spaces, Jannick Asmus
  • Re: Commutative axiom unnecessary in vector spaces, Jannick Asmus
    • Message not available
      • Re: Commutative axiom unnecessary in vector spaces, Jannick Asmus
  • Re: Commutative axiom unnecessary in vector spaces, Robert J. Kolker
    • Re: Commutative axiom unnecessary in vector spaces, Robert Low
  • Message not available
    • Re: Commutative axiom unnecessary in vector spaces, Eric Thurschwell
• Re: Missouri State University Problem Corner, Mark Hauerbach
• Re: String Theory is a Postmodern Joke!!!!!!!! Even its textbooks say so!!!, Edgar
• classify groups of order 18, amanda
  • Re: classify groups of order 18, Roger Beresford
  • Re: classify groups of order 18, Roger Beresford
• Questions on elementary real analysis..., comtech
  • Message not available
    • Re: Questions on elementary real analysis..., Rob Johnson
  • <Possible follow-ups>
  • Questions on elementary real analysis..., comtech
    • Re: Questions on elementary real analysis..., Gerry Myerson
      • Re: Questions on elementary real analysis..., comtech
      • Re: Questions on elementary real analysis..., David M Einstein
      • Re: Questions on elementary real analysis..., comtech
      • Re: Questions on elementary real analysis..., The World Wide Wade
      • Re: Questions on elementary real analysis..., Gerry Myerson
  • Questions on elementary real analysis..., comtech
• sylow p-subgroup, amanda
  • Re: sylow p-subgroup, Jyrki Lahtonen
• Maths style references in BibTeX, Rupert
  • Re: Maths style references in BibTeX, Arturo Magidin
    • Re: Maths style references in BibTeX, Rupert
      • Re: Maths style references in BibTeX, Jannick Asmus
      • Re: Maths style references in BibTeX, Arturo Magidin
• Constructive proofs, Jerry Comisar
  • Re: Constructive proofs, Peter Webb
  • Re: Constructive proofs, Mkajuma
    • Re: Constructive proofs, Nikolaj
      • Re: Constructive proofs, Minus XVII
    • Re: Constructive proofs, Proginoskes
• Re: Standard Deviation of PISA, Jd
• Re: showing something is a topological group, Ed Hook
  • Re: showing something is a topological group, David C . Ullrich
    • Message not available
      • Re: showing something is a topological group, mikhal
      • Re: showing something is a topological group, David C . Ullrich
• Cardinality of the surreals, David R Tribble
  • Re: Cardinality of the surreals, Snis Pilbor
    • Re: Cardinality of the surreals, Proginoskes
  • Re: Cardinality of the surreals, Dave Seaman
    • Re: Cardinality of the surreals, Proginoskes
      • Re: Cardinality of the surreals, Peter Webb
      • Re: Cardinality of the surreals, Ben Rudiak-Gould
    • Re: Cardinality of the surreals, David R Tribble
      • Re: Cardinality of the surreals, Dave Seaman
      • Re: Cardinality of the surreals, Nath Rao
  • Re: Cardinality of the surreals, Robert Low
• Math confusion(existence and uniqueness), moreljosh
  • Re: Math confusion(existence and uniqueness), Nathan
    • Re: Math confusion(existence and uniqueness), moreljosh
      • Re: Math confusion(existence and uniqueness), Robert Israel
  • Re: Math confusion(existence and uniqueness), Jules
    • Re: Math confusion(existence and uniqueness), Bill Dubuque
      • Re: Math confusion(existence and uniqueness), Robert Israel
• Probability where to start?, social
  • Re: Probability where to start?, social
    • Re: Probability where to start?, Doug
  • Re: Probability where to start?, Doug
• complex, Kewin Kazankow
• calculation on a calculator, Ken O
  • Re: calculation on a calculator, science guy
  • Re: calculation on a calculator, Virgil
• collatz, Kewin Kazankow
  • Re: collatz, Gottfried Helms
    • Re: collatz, Dave Rusin
      • Re: collatz, mensanator@xxxxxxxxxxx
      • Re: collatz, Gerry Myerson
      • Re: collatz, Arturo Magidin
      • Re: collatz, Dave Rusin
      • Re: collatz, Gerry Myerson
      • Re: collatz, Dave Rusin
      • Re: collatz, Gerry Myerson
      • Message not available
      • Re: collatz, Dave Rusin
      • Re: collatz,
      • Re: collatz, Gottfried Helms
      • Re: collatz, Gottfried Helms
  • Re: collatz, Gerry Myerson
  • Re: collatz, mensanator@xxxxxxxxxxx
  • Re: collatz, William Elliot
  • Re: collatz, Kewin Kazankow
• Determine factors of a polynomial by inspection., Dave
  • Re: Determine factors of a polynomial by inspection., Arturo Magidin
    • Re: Determine factors of a polynomial by inspection., Dave
  • Re: Determine factors of a polynomial by inspection., Dave
    • Re: Determine factors of a polynomial by inspection., Arturo Magidin
      • Re: Determine factors of a polynomial by inspection., Bill Dubuque
    • Re: Determine factors of a polynomial by inspection., Doug
      • Re: Determine factors of a polynomial by inspection., Gottfried Helms
  • Re: Determine factors of a polynomial by inspection., A N Niel
    • Re: Determine factors of a polynomial by inspection., Dave
• Probability, Borel-measurability, computer
  • Message not available
    • Re: Probability, Borel-measurability, computer
• Game Of Differences, Leroy Quet
• Re: easiest and shortest proof of Jordan Curve theorem, Toni Lassila
  • Re: easiest and shortest proof of Jordan Curve theorem, a_plutonium
    • Re: easiest and shortest proof of Jordan Curve theorem, a_plutonium
      • Re: easiest and shortest proof of Jordan Curve theorem, Mark Nudelman
      • Re: easiest and shortest proof of Jordan Curve theorem, a_plutonium
      • Re: easiest and shortest proof of Jordan Curve theorem, Proginoskes
• silly form of n-polytope representation, Alex Hunsley
  • Re: silly form of n-polytope representation-, JEMebius
    • Re: silly form of n-polytope representation-, Alex Hunsley
  • Re: silly form of n-polytope representation, Proginoskes
    • Re: silly form of n-polytope representation, Alex Hunsley
• Normed linear space problem, Carl R.
  • Re: Normed linear space problem, José Carlos Santos
• confusing page at mathworld: polyhedron, Alex Hunsley
  • Message not available
    • Re: confusing page at mathworld: polyhedron, Rob Johnson
      • Re: confusing page at mathworld: polyhedron, Alex Hunsley
• Re: Easy Question About p-adics, Gottfried Helms
  • Re: Easy Question About p-adics, tetrakarbon
  • <Possible follow-ups>
  • Re: Easy Question About p-adics, Arturo Magidin
    • Re: Easy Question About p-adics, Nathan
      • Re: Easy Question About p-adics, tetrakarbon
      • Re: Easy Question About p-adics, Arturo Magidin
      • Re: Easy Question About p-adics, Arturo Magidin
  • Re: Easy Question About p-adics, Arturo Magidin
    • Re: Easy Question About p-adics, G. A. Edgar
      • Re: Easy Question About p-adics, Arturo Magidin
    • Re: Easy Question About p-adics, G. A. Edgar
    • Re: Easy Question About p-adics, Robert Israel
      • Re: Easy Question About p-adics, Arturo Magidin
      • Message not available
      • Re: Easy Question About p-adics, Nathan
      • Re: Easy Question About p-adics, tetrakarbon
• Re: Min and max values for a 2-variables function, Sandro
  • Re: Min and max values for a 2-variables function, Randy Poe
    • Re: Min and max values for a 2-variables function, Robert Israel
      • Re: Min and max values for a 2-variables function, Randy Poe
  • <Possible follow-ups>
  • Re: Min and max values for a 2-variables function, LC Killingbeck
• Another question about higher dimensions, Tomasz Dryjanski
• Re: On the Advancement of Physics, The Nature of New Ideas, The Corruption of Bureaucracy, and Moving Dimensions Theory, zzbunker@xxxxxxxxxxxx
• need a real analysis book that is particularly good in explain the confusing points in concepts..., comtech
  • Re: need a real analysis book that is particularly good in explain the confusing points in concepts..., José Carlos Santos
  • Re: need a real analysis book that is particularly good in explain the confusing points in concepts..., David C . Ullrich
• Earlier question, Eric
  • Re: Earlier question, Arturo Magidin
    • Re: Earlier question, Eric
    • Re: Earlier question, Eric
• Kernel, Eric
  • Re: Kernel, mskirvin
  • Re: Kernel, Arturo Magidin
• Real Analysis: Having trouble understanding Marsden..., comtech
  • Re: Real Analysis: Having trouble understanding Marsden..., David C. Ullrich
    • Re: Real Analysis: Having trouble understanding Marsden..., comtech
      • Re: Real Analysis: Having trouble understanding Marsden..., David C . Ullrich
      • Re: Real Analysis: Having trouble understanding Marsden..., comtech
      • Re: Real Analysis: Having trouble understanding Marsden..., Martin Wanvik
      • Re: Real Analysis: Having trouble understanding Marsden..., comtech
      • Re: Real Analysis: Having trouble understanding Marsden..., Martin Wanvik
      • Re: Real Analysis: Having trouble understanding Marsden..., David C . Ullrich
• Demostrating that a group of order pq is cyclical, PaoloB
  • Re: Demostrating that a group of order pq is cyclical, mskirvin
    • Re: Demostrating that a group of order pq is cyclical, PaoloB
      • Re: Demostrating that a group of order pq is cyclical, Marc Olschok
  • Re: Demostrating that a group of order pq is cyclical, Arturo Magidin
    • Re: Demostrating that a group of order pq is cyclical, PaoloB
• show that its homomorphism GxH, hk796
  • Re: show that its homomorphism GxH, Arturo Magidin
  • Re: show that its homomorphism GxH, Paul Sperry
• help~!, hk796
  • Re: help~!, Robert Low
  • Re: help~!, Arturo Magidin
• Math Game., Starbles
• Homomorphisms, Eric
  • Re: Homomorphisms, Arturo Magidin
    • Re: Homomorphisms, Eric
      • Re: Homomorphisms,
      • Re: Homomorphisms, Arturo Magidin
      • Re: Homomorphisms, Arturo Magidin
      • Re: Homomorphisms, Justin
  • Re: Homomorphisms, Arturo Magidin
• Re: Save your world, Joseph Hertzlinger
• Basic singular homology question #2, James
  • Re: Basic singular homology question #2, mskirvin
    • Re: Basic singular homology question #2, James
      • Re: Basic singular homology question #2, bobovski
• Basic singular homology question #1, James
  • Re: Basic singular homology question #1, mskirvin
• **theory-edge** mailing list, vznuri
• A question on connectedness of premage, James
• equidistant sets, quasi
  • Re: equidistant sets, quasi
    • Re: equidistant sets, quasi
      • Re: equidistant sets, quasi
      • Re: equidistant sets, Keith A. Lewis
      • Re: equidistant sets, Dave Rusin
      • Re: equidistant sets, quasi
      • Re: equidistant sets, quasi
      • Re: equidistant sets, Keith A. Lewis
      • Re: equidistant sets, Keith A. Lewis
      • Re: equidistant sets, quasi
      • Re: equidistant sets, Keith A. Lewis
      • Re: equidistant sets, quasi
      • Re: equidistant sets, Gerry Myerson
      • Re: equidistant sets, quasi
• Re: Cool Math Tricks/Properties, David Kastrup
• Multiplying repeating decimals, MartinKess
  • Re: Multiplying repeating decimals, Ignacio Larrosa Cañestro
• involution has fixed point, Fedor
  • Re: involution has fixed point, Fedor
    • Re: involution has fixed point, alainverghote
  • Re: involution has fixed point, Robert Israel
    • Re: involution has fixed point, alainverghote
• diffeomorphism, liting0612
  • Re: diffeomorphism, A N Niel
    • Re: diffeomorphism, liting0612
      • Re: diffeomorphism, A N Niel
      • Re: diffeomorphism and derivatives equal to 0, JEMebius
  • Re: diffeomorphism, The World Wide Wade
• b-spline basis, John Mayer
• Real sine waves, Salazar07
  • Re: Real sine waves, quasi
  • Re: Real sine waves, Gerry Myerson
    • Re: Real sine waves, Robert Israel
    • Re: Real sine waves, Dave Rusin
      • Re: Real sine waves, Robert Israel
      • Re: Real sine waves, Han de Bruijn
  • Re: Real sine waves, Keith A. Lewis
    • Re: Real sine waves, Ioannis
      • Message not available
      • Re: Real sine waves, Keith A. Lewis
      • Message not available
      • Re: Real sine waves, Gerry Myerson
• Gram-Schmidt process, SusanP
  • Re: Gram-Schmidt process, quasi
    • Re: Gram-Schmidt process, quasi
      • Re: Gram-Schmidt process, quasi
      • Re: Gram-Schmidt process, SusanP
      • Re: Gram-Schmidt process, David C. Ullrich
      • Re: Gram-Schmidt process, quasi
      • Re: Gram-Schmidt process, SusanP
      • Re: Gram-Schmidt process, David C . Ullrich
      • Message not available
      • Re: Gram-Schmidt process, Virgil
      • Re: Gram-Schmidt process, SusanP
      • Re: Gram-Schmidt process, Virgil
      • Re: Gram-Schmidt process, SusanP
• central limit theorem, TCL
  • Re: central limit theorem, TCL
  • Re: central limit theorem, Herman Rubin
    • Re: central limit theorem, TCL
      • Re: central limit theorem, Ronald Bruck
      • Re: central limit theorem, Herman Rubin
      • Re: central limit theorem, TCL
• Knot Theory - need some help..., Sanne Kalkman
  • Re: Knot Theory - need some help..., Chan-Ho Suh
  • Re: Knot Theory - need some help..., Lee Rudolph
    • Re: Knot Theory - need some help..., Gerry Myerson
• sudoku3d is now real, wzint
• are rational exponents defined for negative bases?, Kenneth Bull
  • Re: are rational exponents defined for negative bases?, Arturo Magidin
    • Message not available
      • Re: are rational exponents defined for negative bases?, Arturo Magidin
      • Re: are rational exponents defined for negative bases?, Kenneth Bull
      • Re: are rational exponents defined for negative bases?, Gerry Myerson
      • Re: are rational exponents defined for negative bases?, Arturo Magidin
      • Re: are rational exponents defined for negative bases?, Gerry Myerson
      • Re: are rational exponents defined for negative bases?, Bill Dubuque
  • Re: are rational exponents defined for negative bases?, LookSkywalker
    • Re: are rational exponents defined for negative bases?, Proginoskes
  • Re: are rational exponents defined for negative bases?, fernando revilla
    • Re: are rational exponents defined for negative bases?, LookSkywalker
      • Re: are rational exponents defined for negative bases?, fernando revilla
  • Re: are rational exponents defined for negative bases?, jmorriss@xxxxxxxxxxx
• Re: link between topological and metric spaces, Stephen J. Herschkorn
• Re: Why'd it take a hundred years?, Martin Wanvik
  • <Possible follow-ups>
  • Re: Why'd it take a hundred years?, PD
• compact imbedding (Sobolev) and radial functions, don
  • Re: compact imbedding (Sobolev) and radial functions, David C . Ullrich
  • Re: compact imbedding (Sobolev) and radial functions, don
    • Re: compact imbedding (Sobolev) and radial functions, David C . Ullrich
• schur again, Kewin Kazankow
  • Re: schur again, picosie
  • Re: schur again, Graziano
    • Re: schur again, picosie
      • Re: schur again, Kewin Kazankow
      • Re: schur again, Graziano
      • Re: schur again, picosie
      • Re: schur again, mautsch@xxxxxxxxxxxx
• Re: accident generated ten-digit prime number, Don Reble
  • <Possible follow-ups>
  • Re: accident generated ten-digit prime number, quasi
• Bezier spade, Feniks
  • Message not available
    • Re: Bezier spade, Rob Johnson
• question on tensor product of artinian algebras, bijan
• need help sharpening my understanding of uniform continuity and uniform convergence?, comtech
  • Re: need help sharpening my understanding of uniform continuity and uniform convergence?, thomas
  • <Possible follow-ups>
  • need help sharpening my understanding of uniform continuity and uniform convergence?, comtech
    • Re: need help sharpening my understanding of uniform continuity and uniform convergence?, comtech
      • Re: need help sharpening my understanding of uniform continuity and uniform convergence?, Bill_42
    • Re: need help sharpening my understanding of uniform continuity and uniform convergence?, William Elliot
• homotopy problem (simple), ana4444
  • Re: homotopy problem (simple), quasi
• Abelian Exponentiation, rer
  • Re: Abelian Exponentiation, quasi
    • Re: Abelian Exponentiation, alainverghote
    • Message not available
      • Re: Abelian Exponentiation, rer
      • Re: Abelian Exponentiation, pauldepstein
      • Re: Abelian Exponentiation, rer
    • Message not available
      • Re: Abelian Exponentiation, quasi
• Lebesgue mersurable functions, nymphcc
  • Re: Lebesgue mersurable functions, mskirvin
    • Re: Lebesgue mersurable functions, David C . Ullrich
      • Message not available
      • Re: Lebesgue mersurable functions, David C . Ullrich
      • Re: Lebesgue mersurable functions, pauldepstein
      • Re: Lebesgue mersurable functions, David C . Ullrich
      • Re: Lebesgue mersurable functions, pauldepstein
      • Re: Lebesgue mersurable functions, David C . Ullrich
      • Re: Lebesgue mersurable functions, smn
      • Re: Lebesgue mersurable functions, smn
    • Re: Lebesgue mersurable functions, nymphcc
• Average distance from to major axis of ellipse?, nimcha
  • Re: Average distance from to major axis of ellipse?, nimcha
  • Re: Average distance from to major axis of ellipse?, quasi
    • Re: Average distance from to major axis of ellipse?, Jules
      • Re: Average distance from to major axis of ellipse?, quasi
      • Re: Average distance from to major axis of ellipse?, Anon
      • Re: Average distance from to major axis of ellipse?, quasi
• Linear Algebra proof, Mkajuma
  • Re: Linear Algebra proof, barr
• Centroid of a polygon, bounding circle, thomsona
  • Re: Centroid of a polygon, bounding circle, Virgil
    • Re: Centroid of a polygon, bounding circle, thomsona
      • Re: Centroid of a polygon, bounding circle, Keith A. Lewis
• Re: New combinatorial coder: tighter & faster than Arithmetic coding, Matt Mahoney
• I can do your homework for you, abc_tasks
  • Re: I can do your homework for you, Robert Low
  • Re: I can do your homework for you, David Moran
  • Re: I can do your homework for you, nikki
    • Re: I can do your homework for you, mechmech
• how to use a smooth function to approximate two intersection lines?, shanshicn
  • Re: how to use a smooth function to approximate two intersection lines?, Starbles
  • Re: how to use a smooth function to approximate two intersection lines?, [Mr.] Lynn Kurtz
    • Re: how to use a smooth function to approximate two intersection lines?, [Mr.] Lynn Kurtz
      • Re: how to use a smooth function to approximate two intersection lines?, shanshicn
  • Re: how to use a smooth function to approximate two intersection lines?, Erwin Kalvelagen
• uruttr, CyberApache
  • Re: uruttr, Dirk Van de moortel
• Area and volume of solid of revolution, RCA
  • Re: Area and volume of solid of revolution, Narasimham
    • Re: Area and volume of solid of revolution, RCA
      • Re: Area and volume of solid of revolution, Jules
      • Re: Area and volume of solid of revolution, RCA
      • Re: Area and volume of solid of revolution, Narasimham
  • Re: Area and volume of solid of revolution, Narcoleptic Insomniac
    • Re: Area and volume of solid of revolution, RCA
      • Re: Area and volume of solid of revolution, Narcoleptic Insomniac
      • Re: Area and volume of solid of revolution, RCA
      • Re: Area and volume of solid of revolution, Narcoleptic Insomniac
      • Re: Area and volume of solid of revolution, RCA
      • Re: Area and volume of solid of revolution, Dave Seaman
      • Re: Area and volume of solid of revolution, Narcoleptic Insomniac
      • Re: Area and volume of solid of revolution, RCA
• Pseudospectra & singular values, gipsy boy
• Defining "<" for the rationals, Michael Stemper
  • Re: Defining "<" for the rationals, Rainer Rosenthal
  • Re: Defining "<" for the rationals, Jannick Asmus
    • Re: Defining "<" for the rationals, Michael Stemper
    • Re: Defining "<" for the rationals, quasi
      • Re: Defining "<" for the rationals, quasi
      • Re: Defining "<" for the rationals, quasi
  • Re: Defining "<" for the rationals, Stephen J. Herschkorn
  • Re: Defining "<" for the rationals, Virgil
  • Re: Defining "<" for the rationals, Bill Dubuque
    • Re: Defining "<" for the rationals, Rainer Rosenthal
  • Re: Defining "<" for the rationals, Marc Olschok
    • Re: Defining "<" for the rationals, Rainer Rosenthal
• schur, Kewin Kazankow
  • Re: schur, Dirk Van de moortel
    • Re: schur, Dirk Van de moortel
    • Re: schur, Zdislav V. Kovarik
  • Re: schur, William Elliot
    • Re: schur, quasi
      • Re: schur, William Elliot
      • Re: schur, quasi
  • Re: schur, quasi
    • Re: schur, Dirk Van de moortel
• Proving that a number is irrational, Ronnnn
  • Re: Proving that a number is irrational, A N Niel
  • Re: Proving that a number is irrational, denis feldmann
    • Re: Proving that a number is irrational, Virgil
      • Re: Proving that a number is irrational, denis feldmann
      • Re: Proving that a number is irrational, quasi
      • Re: Proving that a number is irrational, quasi
      • Re: Proving that a number is irrational, Virgil
  • Re: Proving that a number is irrational, William Elliot
    • Re: Proving that a number is irrational, Virgil
• group theory and elements of order 2, eugene
  • Re: group theory and elements of order 2, Lee Rudolph
  • Re: group theory and elements of order 2,
• Re: Trigonometry Challenge, William Elliot
  • <Possible follow-ups>
  • Re: Trigonometry Challenge, Gerry Myerson
• Help me about this min result resolve method., fangvv
• open sets measureable, diana2005
  • Re: open sets measureable, Mike Kent
• elementary limit question, hujin
  • Re: elementary limit question, William Elliot
  • Re: elementary limit question, Carlos Moreno
• how to factor a^n - b^n, Kenneth Bull
  • Re: how to factor a^n - b^n, William Elliot
    • Re: how to factor a^n - b^n, Keith A. Lewis
  • Re: how to factor a^n - b^n, Virgil
  • Re: how to factor a^n - b^n, Gottfried Helms
  • Re: how to factor a^n - b^n, Gottfried Helms
  • Re: how to factor a^n - b^n, Gottfried Helms
  • Re: how to factor a^n - b^n, Stephen J. Herschkorn
  • Re: how to factor a^n - b^n, Phil Carmody
    • Re: how to factor a^n - b^n, Rainer Rosenthal
      • Re: how to factor a^n - b^n, Rainer Rosenthal
      • Re: how to factor a^n - b^n, Phil Carmody
      • Re: how to factor a^n - b^n, Rainer Rosenthal
      • Re: how to factor a^n - b^n, Gottfried Helms
      • Re: how to factor a^n - b^n, Gottfried Helms
      • Re: how to factor a^n - b^n, Rainer Rosenthal
      • Re: how to factor a^n - b^n, Gottfried Helms
  • Re: how to factor a^n - b^n, Starbles
  • Re: how to factor a^n - b^n, david petry
  • Re: how to factor a^n - b^n, richard miller
    • Re: how to factor a^n - b^n, richard miller
• complex numbers geometry, Steven McEven
• Maximum area of a triangle PQR on an ellipse, sarfer
  • Re: Maximum area of a triangle PQR on an ellipse, Philippe 92
  • Re: Maximum area of a triangle PQR on an ellipse, Virgil
    • Re: Maximum area of a triangle PQR on an ellipse, sarfer
      • Re: Maximum area of a triangle PQR on an ellipse, Virgil
      • Re: Maximum area of a triangle PQR on an ellipse, Philippe 92
      • Re: Maximum area of a triangle PQR on an ellipse, Virgil
  • Re: Maximum area of a triangle PQR on an ellipse, Narasimham
• 1/0, zuhair
  • Re: 1/0, Joseph Fagan
    • Re: 1/0, William Elliot
      • Re: 1/0, Narcoleptic Insomniac
      • Re: 1/0, William Elliot
      • Re: 1/0, David R Tribble
      • Re: 1/0, William Elliot
      • Re: 1/0, zuhair
      • Re: 1/0, Narcoleptic Insomniac
      • Re: 1/0, David Kastrup
      • Re: 1/0, William Elliot
      • Re: 1/0, Narcoleptic Insomniac
      • Re: 1/0, David Kastrup
      • Re: 1/0, William Elliot
      • Re: 1/0, zuhair
      • Re: 1/0, G.E. Ivey
      • Re: 1/0, William Elliot
      • Re: 1/0, zuhair
      • Re: 1/0, William Elliot
      • Re: 1/0, zuhair
      • Re: 1/0, David R Tribble
      • Re: 1/0, zuhair
  • Re: 1/0, Aage Andersen
    • Re: 1/0, William Elliot
      • Re: 1/0, Aage Andersen
• statistics question: normal distribution, John Smith
  • Re: statistics question: normal distribution, Joseph Fagan
    • Re: statistics question: normal distribution, John Smith
• Measure on Circle, A K L
  • Re: Measure on Circle, A N Niel
  • <Possible follow-ups>
  • Measure on Circle, A K L
• Banach spaces and separability, Carl R.
  • Re: Banach spaces and separability, José Carlos Santos
  • Re: Banach spaces and separability, The World Wide Wade
    • Re: Banach spaces and separability, A N Niel
  • Re: Banach spaces and separability, David C . Ullrich
• Re: Why doesn't the standard kilogram vary?, Martin Wanvik
• Number of events in a birth-death process, ali_tofigh
  • Re: Number of events in a birth-death process, Jules
  • Re: Number of events in a birth-death process, Robert Israel
    • Message not available
      • Re: Number of events in a birth-death process, Robert Israel
• Square root algorithms and complexity, gpapak
  • Re: Square root algorithms and complexity, LC Killingbeck
  • Re: Square root algorithms and complexity, gpapak
    • Re: Square root algorithms and complexity, Herman Rubin
    • Re: Square root algorithms and complexity, Michael Hennebry
    • Re: Square root algorithms and complexity, LC Killingbeck
      • Re: Square root algorithms and complexity, Don Taylor
      • Re: Square root algorithms and complexity, Peter Schorn
      • Re: Square root algorithms and complexity, mechmech
      • Re: Square root algorithms and complexity, Don Taylor
      • Re: Square root algorithms and complexity, Phil Carmody
      • Re: Square root algorithms and complexity, Don Taylor
      • Re: Square root algorithms and complexity, Phil Carmody
    • Re: Square root algorithms and complexity, Chip Eastham
    • Re: Square root algorithms and complexity, Dr Tim
    • Re: Square root algorithms and complexity, Randy Poe
      • Re: Square root algorithms and complexity, Phil Carmody
• convergence, asymptotically/exponentially, Reza GH
  • Re: convergence, asymptotically/exponentially, quasi
    • Re: convergence, asymptotically/exponentially, Robert Israel
• Minimax spline approximation question, Daniel Larkin
• Re: counterexample that demonstrates 4-Color Mapping is a fake, Proginoskes
• Attiude with quaternions, Steffen Loringer
  • Re: Attiude with quaternions, carlos
  • Re: Attiude with quaternions, mjb
  • Re: Attiude with quaternions, David A. Scott
  • Re: Attiude with quaternions-, JEMebius
  • Re: Attiude with quaternions--, JEMebius
  • Re: Attiude with quaternions---, JEMebius
  • Re: Attiude with quaternions----, JEMebius
• it's just simple questions..please answer these., yakuza
  • Re: it's just simple questions..please answer these., quasi
  • Re: it's just simple questions..please answer these., Anon
• Undecidability, Jules
  • Re: Undecidability, quasi
    • Re: Undecidability, Jules
      • Re: Undecidability, Keith Ramsay
  • Re: Undecidability, Torkel Franzen
  • Re: Undecidability, Peter Webb
    • Re: Undecidability, Torkel Franzen
    • Re: Undecidability, Herman Rubin
      • Re: Undecidability, Peter Webb
      • Re: Undecidability, Dave Seaman
      • Re: Undecidability, Torkel Franzen
      • Re: Undecidability, Dave Seaman
      • Re: Undecidability, Torkel Franzen
      • Re: Undecidability, Torkel Franzen
  • Re: Undecidability, Keith Ramsay
• can Cauchy Swartz inequality work for infinite number of terms?, comtech
  • Re: can Cauchy Swartz inequality work for infinite number of terms?, Robert Israel
    • Re: can Cauchy Swartz inequality work for infinite number of terms?, comtech
      • Re: can Cauchy Swartz inequality work for infinite number of terms?, Robert Israel
      • Re: can Cauchy Swartz inequality work for infinite number of terms?, comtech
  • Re: can Cauchy Swartz inequality work for infinite number of terms?, david petry
    • Re: can Cauchy Swartz inequality work for infinite number of terms?, comtech
• Jointly normal RV, Wing
  • Re: Jointly normal RV, Herman Rubin
• AX+BY+CXY+D=A'X'+B'Y'+C'X'Y'+D', Marsellus Wallace
• Dedekind Cuts, the Real Numbers, and a Set of Sets, abe . buckingham
  • Re: Dedekind Cuts, the Real Numbers, and a Set of Sets, mathman
  • Re: Dedekind Cuts, the Real Numbers, and a Set of Sets, NotP
    • Re: Dedekind Cuts, the Real Numbers, and a Set of Sets, quasi
  • Re: Dedekind Cuts, the Real Numbers, and a Set of Sets, Mike Terry
    • Re: Dedekind Cuts, the Real Numbers, and a Set of Sets, quasi
  • Re: Dedekind Cuts, the Real Numbers, and a Set of Sets, Ken Pledger
• Extending basic complex analysis, pauldepstein
  • Re: Extending basic complex analysis, Lee Rudolph
    • Re: Extending basic complex analysis, Robert Israel
  • Re: Extending basic complex analysis, smn
  • Re: Extending basic complex analysis, David C . Ullrich
• Actual Understanding Versus Algebraic Manipulation of y = ax + b, raydpratt
  • Re: Actual Understanding Versus Algebraic Manipulation of y = ax + b, Joseph Fagan
  • Re: Actual Understanding Versus Algebraic Manipulation of y = ax + b, Ken Pledger
    • Re: Actual Understanding Versus Algebraic Manipulation of y = ax + b, raydpratt
      • Re: Actual Understanding Versus Algebraic Manipulation of y = ax + b, Hero
• velocity of a rocket after burnout - finding deceleration, maximum height, freelx
  • Re: velocity of a rocket after burnout - finding deceleration, maximum height, Robert Israel
    • Re: velocity of a rocket after burnout - finding deceleration, maximum height, freelx
      • Re: velocity of a rocket after burnout - finding deceleration, maximum height, Robert Israel
      • Re: velocity of a rocket after burnout - finding deceleration, maximum height, freelx
      • Re: velocity of a rocket after burnout - finding deceleration, maximum height, Robert Israel
      • Re: velocity of a rocket after burnout - finding deceleration, maximum height, Michael
      • Re: velocity of a rocket after burnout - finding deceleration, maximum height, Robert Israel
      • Re: velocity of a rocket after burnout - finding deceleration, maximum height, freelx
  • Re: velocity of a rocket after burnout - finding deceleration, maximum height, freelx
• Normed linear spaces, Carl R.
  • Re: Normed linear spaces, Robert Israel
    • Re: Normed linear spaces, Carl R.
• Tricky math question for me, Oliver
• functions being open?, mikhal
• examples of injective/etc. resolutions?, Stephen Lavelle
  • Re: examples of injective/etc. resolutions?, Jannick Asmus
• Understanding algebraic number theory, pauldepstein
  • Re: Understanding algebraic number theory, N. Silver
    • Re: Understanding algebraic number theory, pauldepstein
      • Re: Understanding algebraic number theory, N. Silver
      • Re: Understanding algebraic number theory, pauldepstein
      • Re: Understanding algebraic number theory, Arturo Magidin
      • Re: Understanding algebraic number theory, fishfry
      • Re: Understanding algebraic number theory, pauldepstein
      • Re: Understanding algebraic number theory, Dik T. Winter
      • Re: Understanding algebraic number theory, pauldepstein
      • Re: Understanding algebraic number theory, James Dolan
    • Re: Understanding algebraic number theory, pauldepstein
      • Re: Understanding algebraic number theory, Arturo Magidin
      • Re: Understanding algebraic number theory, Peter Allen
  • Re: Understanding algebraic number theory, Arturo Magidin
    • Re: Understanding algebraic number theory, Arturo Magidin
    • Re: Understanding algebraic number theory, Dik T. Winter
      • Re: Understanding algebraic number theory, Arturo Magidin
  • Re: Understanding algebraic number theory, quasi
    • Re: Understanding algebraic number theory, Larry Lard
• Transfinite exhaustion, Martin
  • Re: Transfinite exhaustion, Stephen J. Herschkorn
    • Re: Transfinite exhaustion, Martin
  • Re: Transfinite exhaustion, Dave L. Renfro
• help on proof of a proposition in topology, Jonas
  • Re: help on proof of a proposition in topology, Zdislav V. Kovarik
  • Re: help on proof of a proposition in topology, Martin
  • Re: help on proof of a proposition in topology, Peter Allen
• Fundamentals of minimal prime ideals, Jose Capco
  • Re: Fundamentals of minimal prime ideals, Jannick Asmus
    • Re: Fundamentals of minimal prime ideals, Jose Capco
      • Re: Fundamentals of minimal prime ideals, Jose Capco
    • Re: Fundamentals of minimal prime ideals, Marc Olschok
      • Re: Fundamentals of minimal prime ideals, Jannick Asmus
      • Re: Fundamentals of minimal prime ideals, Marc Olschok
      • Re: Fundamentals of minimal prime ideals, Jose Capco
      • Re: Fundamentals of minimal prime ideals, Jose Capco
      • Re: Fundamentals of minimal prime ideals, Jannick Asmus
      • Message not available
      • Re: Fundamentals of minimal prime ideals, Jose Capco
      • Re: Fundamentals of minimal prime ideals, Jannick Asmus
      • Re: Fundamentals of minimal prime ideals, Jannick Asmus
      • Re: Fundamentals of minimal prime ideals, quasi
      • Re: Fundamentals of minimal prime ideals, Jannick Asmus
      • Re: Fundamentals of minimal prime ideals, Jose Capco
      • Re: Fundamentals of minimal prime ideals, quasi
      • Re: Fundamentals of minimal prime ideals, Jose Capco
      • Re: Fundamentals of minimal prime ideals, Jannick Asmus
      • Re: Fundamentals of minimal prime ideals, quasi
      • Re: Fundamentals of minimal prime ideals, Jannick Asmus
      • Re: Fundamentals of minimal prime ideals, quasi
  • Re: Fundamentals of minimal prime ideals, Jose Capco
    • Re: Fundamentals of minimal prime ideals, Jannick Asmus
      • Re: Fundamentals of minimal prime ideals, Jannick Asmus
  • Re: Fundamentals of minimal prime ideals, quasi
    • Re: Fundamentals of minimal prime ideals, quasi
      • Re: Fundamentals of minimal prime ideals, Jannick Asmus
      • Re: Fundamentals of minimal prime ideals, Jannick Asmus
      • Re: Fundamentals of minimal prime ideals, quasi
      • Re: Fundamentals of minimal prime ideals, quasi
    • Re: Fundamentals of minimal prime ideals, Jannick Asmus
      • Re: Fundamentals of minimal prime ideals, quasi
• a countable basis of topological space (X, T) imply that their open sets satisfify the basis criterium?, Jonas
  • Re: a countable basis of topological space (X, T) imply that their open sets satisfify the basis criterium?, henno_brandsma
  • Re: a countable basis of topological space (X, T) imply that their open sets satisfify the basis criterium?, David C . Ullrich
  • Message to Jonas; was: Re: a countable basis of topological ..., Stephen J. Herschkorn
• linear operator, Shane Law
  • Re: linear operator, Zdislav V. Kovarik
• Three-dimensional Torus, Tomasz Dryjanski
  • Re: Three-dimensional Torus, Lee Rudolph
    • Re: Three-dimensional Torus, Tomasz Dryjanski
• sparse matrix inversion algorithm, gigs
• irredicuble polynomials, eugene
  • Re: irredicuble polynomials, Gerry Myerson
• A functional-differential equation, PiSigma
  • Re: A functional-differential equation, Graziano
    • Re: A functional-differential equation, Graziano
      • Re: A functional-differential equation, alainverghote
  • Re: A functional-differential equation, Robert Israel
    • Re: A functional-differential equation, dwwdkddb
      • Re: A functional-differential equation, Robert Israel
    • Re: A functional-differential equation, PiSigma
      • Re: A functional-differential equation, Robert Israel
      • Re: A functional-differential equation, Robert Israel
      • Re: A functional-differential equation, Robert Israel
  • Message not available
    • Re: A functional-differential equation, john_ramsden
      • Re: A functional-differential equation, Robert Israel
  • Message not available
    • Re: A functional-differential equation, john_ramsden
  • Re: A functional-differential equation, michaeld
    • Re: A functional-differential equation, Robert Israel
      • Re: A functional-differential equation, michaeld
      • Re: A functional-differential equation, michaeld
      • Re: A functional-differential equation, Robert Israel
• Does this complex variety have a singularity?, markzorromz
• Second derivative, Jules
• topological question, Jonas
  • Re: topological question, Narcoleptic Insomniac
    • Re: topological question, William Elliot
      • Re: topological question, Jonas
      • Re: topological question, William Elliot
      • Re: topological question, Arturo Magidin
• Formulas, José Leal
  • Re: Formulas, Ken Pledger
    • Re: Formulas, [Mr.] Lynn Kurtz
      • Re: Formulas, Ken Pledger
      • Re: Formulas, [Mr.] Lynn Kurtz
      • Re: Formulas, [Mr.] Lynn Kurtz
    • Re: Formulas, José Leal
    • Re: Formulas, Narasimham
• topology notation...., ajay
  • Re: topology notation...., Arturo Magidin
    • Re: topology notation...., Stephen J. Herschkorn
• mutually singular measures and supports?, boyandshark
  • Re: mutually singular measures and supports?, Toni Lassila
  • Re: mutually singular measures and supports?, Peter Allen
    • Re: mutually singular measures and supports?, boyandshark
      • Re: mutually singular measures and supports?, Peter Allen
      • Re: mutually singular measures and supports?, Robert Israel
• Some intuitive explanations of "Special", "Unitary" and "Orthogonal"?, Kane Peng
• Basic question on simplices and face map, James
  • Re: Basic question on simplices and face map, smn
    • Re: Basic question on simplices and face map, mskirvin
• (-1)! = ln(x)?, George Orwell
  • Re: (-1)! = ln(x)?, David Kastrup
  • Re: (-1)! = ln(x)?, Robert Israel
  • Re: (-1)! = ln(x)?, snapdragon31
  • Re: (-1)! = ln(x)?, Starbles
• infinite unions, and infinite intersections, Moto
  • Re: infinite unions, and infinite intersections, Arturo Magidin
  • Re: infinite unions, and infinite intersections, Robert Low
  • Re: infinite unions, and infinite intersections, Stephen J. Herschkorn
• A trivial exercise on set theory, or not?, dwwdkddb
  • Re: A trivial exercise on set theory, or not?, mathman
  • Re: A trivial exercise on set theory, or not?, Proginoskes
    • Re: A trivial exercise on set theory, or not?, Keith A. Lewis
  • Re: A trivial exercise on set theory, or not?, Narcoleptic Insomniac
  • Re: A trivial exercise on set theory, or not?, smn
  • Re: A trivial exercise on set theory, or not?, dwwdkddb
    • Re: A trivial exercise on set theory, or not?, Dirk Van de moortel
      • Re: A trivial exercise on set theory, or not?, dwwdkddb
      • Re: A trivial exercise on set theory, or not?, Dirk Van de moortel
• simple graph property - how to prove, Sean McIlroy
  • Re: simple graph property - how to prove, Jules
  • Re: simple graph property - how to prove, Ken Pledger
    • Re: simple graph property - how to prove, Jules
      • Re: simple graph property - how to prove, Robert Israel
      • Re: simple graph property - how to prove, Ken Pledger
  • Re: simple graph property - how to prove, Peter Allen
• Bijection between Naturals and rationals/irrationals, Bob
  • Re: Bijection between Naturals and rationals/irrationals, Arturo Magidin
    • Re: Bijection between Naturals and rationals/irrationals, Bob
      • Re: Bijection between Naturals and rationals/irrationals, Arturo Magidin
• Lonely? Depress? Need Advice or a friend to talk to? Free!, sunset45
• Group actions, boanerges35
  • Re: Group actions, Arturo Magidin
    • Re: Group actions, Jules
      • Re: Group actions, Arturo Magidin
    • Re: Group actions, Shmuel (Seymour J.) Metz
      • Re: Group actions, Arturo Magidin
      • Re: Group actions, Lee Rudolph
      • Message not available
      • Re: Group actions, Arturo Magidin
      • Re: Group actions,
      • Message not available
      • Re: Group actions,
      • Re: Group actions, Arturo Magidin
      • Re: Group actions,
      • Re: Group actions, Shmuel (Seymour J.) Metz
      • Re: Group actions, Arturo Magidin
      • Re: Group actions, Shmuel (Seymour J.) Metz
      • Re: Group actions, Arturo Magidin
      • Re: Group actions,
  • Re: Group actions, Marc Olschok
  • Re: Group actions, James Dolan
  • Re: Group actions, abe . buckingham
• Re: Googee, mathedman
• Integration around an essential singularity, Jules
  • Re: Integration around an essential singularity, Jannick Asmus
    • Re: Integration around an essential singularity-, JEMebius
      • Re: Integration around an essential singularity-, Jannick Asmus
      • Re: Integration around an essential singularity-, The World Wide Wade
  • Message not available
    • Re: Integration around an essential singularity, Rob Johnson
• topological group, pete
  • Re: topological group, Arturo Magidin
    • Re: topological group, pete
      • Re: topological group, Arturo Magidin
      • Re: topological group, pete
      • Re: topological group, Arturo Magidin
      • Re: topological group, pete
      • Re: topological group, pete
      • Re: topological group, Arturo Magidin
      • Re: topological group, William Elliot
  • <Possible follow-ups>
  • topological group, pete
• Math question from the GRE General Test, panayiotismanolakos
  • Re: Math question from the GRE General Test, David M Einstein
    • Re: Math question from the GRE General Test, quasi
  • Re: Math question from the GRE General Test, Robert Low
    • Re: Math question from the GRE General Test, Ross A. Finlayson
      • Re: Math question from the GRE General Test, quasi
      • Re: Math question from the GRE General Test, Ross A. Finlayson
    • Re: Math question from the GRE General Test, quasi
    • Re: Math question from the GRE General Test, Robert Israel
      • Re: Math question from the GRE General Test, Robert Low
      • Re: Math question from the GRE General Test, Michel Hack
      • Re: Math question from the GRE General Test, Ross A. Finlayson
      • Re: Math question from the GRE General Test, Ross A. Finlayson
  • Re: Math question from the GRE General Test, Jay Petrulis
  • Re: Math question from the GRE General Test, W. Dale Hall
  • Re: Math question from the GRE General Test, Richard Tobin
  • Re: Math question from the GRE General Test, LC Killingbeck
  • Re: Math question from the GRE General Test, David Ames
• gradient flows (non-convex funct.), don
• Re: A combinatorial problem, esarad@xxxxxxxxx
  • Re: A combinatorial problem, Gerry Myerson
• Re: Finding the Minimum Point - A Word Problem, Michael
  • Re: Finding the Minimum Point - A Word Problem, quasi
    • Re: Finding the Minimum Point - A Word Problem, Michael
      • Re: Finding the Minimum Point - A Word Problem, quasi
  • <Possible follow-ups>
  • Re: Finding the Minimum Point - A Word Problem, Michael
    • Re: Finding the Minimum Point - A Word Problem, quasi
      • Re: Finding the Minimum Point - A Word Problem, Michael
      • Re: Finding the Minimum Point - A Word Problem, quasi
      • Re: Finding the Minimum Point - A Word Problem, quasi
      • Re: Finding the Minimum Point - A Word Problem, gerben47
      • Re: Finding the Minimum Point - A Word Problem, quasi
      • Re: Finding the Minimum Point - A Word Problem, Michael
      • Re: Finding the Minimum Point - A Word Problem, quasi
      • Re: Finding the Minimum Point - A Word Problem, Narasimham
      • Re: Finding the Minimum Point - A Word Problem, Narasimham
    • Re: Finding the Minimum Point - A Word Problem, Anon
  • Re: Finding the Minimum Point - A Word Problem, bill
    • Re: Finding the Minimum Point - A Word Problem, jmorriss@xxxxxxxxxxx
      • Re: Finding the Minimum Point - A Word Problem, bill
      • Re: Finding the Minimum Point - A Word Problem, jmorriss@xxxxxxxxxxx
      • Re: Finding the Minimum Point - A Word Problem, jmorriss@xxxxxxxxxxx
      • Re: Finding the Minimum Point - A Word Problem, bill
      • Re: Finding the Minimum Point - A Word Problem, Virgil
• Should I Minor In Mathematics?, sean . psu
  • Re: Should I Minor In Mathematics?, fishfry
    • Re: Should I Minor In Mathematics?, M Rath
  • Re: Should I Minor In Mathematics?, David Moran
    • Re: Should I Minor In Mathematics?, David Ames
  • Re: Should I Minor In Mathematics?, Isura
  • Re: Should I Minor In Mathematics?, Peter Webb
  • Re: Should I Minor In Mathematics?, Me
  • Re: Should I Minor In Mathematics?, Doug
• Re: WHAT IS THE CUBE ROOT OF INVENTORY?, Robert Israel
  • Re: WHAT IS THE CUBE ROOT OF INVENTORY?, quasi
    • Re: WHAT IS THE CUBE ROOT OF INVENTORY?, Philippe 92
      • Re: WHAT IS THE CUBE ROOT OF INVENTORY?, quasi
      • Re: WHAT IS THE CUBE ROOT OF INVENTORY?, Robert Israel
  • <Possible follow-ups>
  • Re: WHAT IS THE CUBE ROOT OF INVENTORY?, quasi
    • Re: WHAT IS THE CUBE ROOT OF INVENTORY?, quasi
      • Re: WHAT IS THE CUBE ROOT OF INVENTORY?, mensanator@xxxxxxxxxxx
• Electromagnetic Equation in to NUmerical Form, NDSR
• can we find one-way trapdoor funcatio