sci.math.research

• Date Index

---

• Final Call for Papers: IAENG International Workshop on Financial Engineering (of IMECS 2006), imecs2006
• This week in the mathematics arXiv (20 Mar - 24 Mar), Greg Kuperberg
• topology example under CH, Henno Brandsma
• This week in the mathematics arXiv (13 Mar - 17 Mar), Greg Kuperberg
  • Re: This week in the mathematics arXiv (13 Mar - 17 Mar), Alec Edgington
• convergent to zero?, Reza GH
  • Re: convergent to zero?, Robert Israel
  • Re: convergent to zero?, David C. Ullrich
  • Re: convergent to zero?, cronopio
    • Re: convergent to zero?, Reza GH
  • <Possible follow-ups>
  • Re: convergent to zero?, Anton Deitmar
• two post doctoral fellowships, Philippe Arius
• Workshop in Mathematical Physics near New York City April 20-21, 2006, PAVEL DUBOVSKIY
• Re: Why are Sobolev spaces labelled W^{s,p}?, PAVEL DUBOVSKIY
  • Re: Why are Sobolev spaces labelled W^{s,p}?, Giuseppe
    • Re: Why are Sobolev spaces labelled W^{s,p}?, renardym
• eigenvalues of adjacency matrix, pgiacome@xxxxxxxxx
  • Re: eigenvalues of adjacency matrix, Pekka Orponen
  • Re: eigenvalues of adjacency matrix, Ashley Montanaro
• Hermite Triangular Patches, ranga . narasimhan
• Uniform Principal Direction Isometric Bending, Narasimham
• Mappings that preserve H and K, Narasimham
• Commutative algebra question, seldnplan
• Galois group of x^n+x+t, Paul Pollack
  • Re: Galois group of x^n+x+t, Gary McGuire
• PhD Student Position in Statistics in Switzerland, Marcus Hutter
• Action of pi_0(G) on pi_1(G)., A. Gama
  • Re: Action of pi_0(G) on pi_1(G)., José Carlos Santos
• Linear algebra problem, ss54
  • Re: Linear algebra problem, Atilla
• On the number of idempotent elements of a given ring, freedom641@xxxxxxxxx
  • Re: On the number of idempotent elements of a given ring, Oscar Lanzi III
  • Re: On the number of idempotent elements of a given ring, Tobias Fritz
    • Re: On the number of idempotent elements of a given ring, freedom641@xxxxxxxxx
    • Re: On the number of idempotent elements of a given ring, ger
    • Re: On the number of idempotent elements of a given ring, Tobias Fritz
      • Re: On the number of idempotent elements of a given ring, Oscar Lanzi III
  • Re: On the number of idempotent elements of a given ring, eclark
    • Re: On the number of idempotent elements of a given ring, Oscar Lanzi III
• Density of continuous functions in L^p(0,1;B), joe72
  • Re: Density of continuous functions in L^p(0,1;B), renardym
  • Re: Density of continuous functions in L^p(0,1;B), David C. Ullrich
    • Re: Density of continuous functions in L^p(0,1;B), Giuseppe
  • Re: Density of continuous functions in L^p(0,1;B), stephen
• Is there an error in a proof in Ryan's book?, Tommi Höynälänmaa
  • Re: Is there an error in a proof in Ryan's book?, renardym
    • Re: Is there an error in a proof in Ryan's book?, Tommi Höynälänmaa
• Is this a nullset?, Anton Deitmar
• Simple resolvent to trinomial quintic x^5-ax+b, titus_piezas
• Help needed: existence of classifications for 2nd order ODEs, John Smith
  • Re: Help needed: existence of classifications for 2nd order ODEs, probleman
  • Re: Help needed: existence of classifications for 2nd order ODEs, probleman
    • Re: Help needed: existence of classifications for 2nd order ODEs, John Smith
• Results for: 'From Commutative Algebra to Functional Analysis', RexButler
  • Re: Results for: 'From Commutative Algebra to Functional Analysis', ger
  • Re: Results for: 'From Commutative Algebra to Functional Analysis', gowan4@xxxxxxxxxxx
• Three papers published by Algebraic & Geometric Topology, Geometry and Topology Journal
• Deck transformations - who invented 'em?, John Baez
  • Re: Deck transformations - who invented 'em?, colin.mclarty@xxxxxxxx
    • Re: Deck transformations - who invented 'em?, Roland Franzius
• a linear algebra question, whoapao
  • Re: a linear algebra question, Robert Israel
• fiber bundle section, mahdiarnt
  • Re: fiber bundle section, Einar Andreas R¿dland
    • Re: fiber bundle section, Michael Murray
• Extending the domain of convergence of Dirichlet series, Alec Edgington
  • Re: Extending the domain of convergence of Dirichlet series, renardym
• Representability of equivalences of stacks?, David Roberts
• Infinitly many squares for y rational?, Kent Holing
  • Re: Infinitly many squares for y rational?, Kevin Buzzard
  • Re: Infinitly many squares for y rational?, JoeS
    • Re: Infinitly many squares for y rational?, Peter L. Montgomery
  • <Possible follow-ups>
  • Re: Infinitly many squares for y rational?, BSK
    • Re: Infinitly many squares for y rational?, Kevin Buzzard
  • Re: Infinitly many squares for y rational?, Allan MacLeod
• This Week's Finds in Mathematical Physics (Week 228), John Baez
  • Re: This Week's Finds in Mathematical Physics (Week 228), knottheory
    • Re: This Week's Finds in Mathematical Physics (Week 228), John Baez
• Cubic Tschirnhausen transformation to derive Bring-Jerrard quintic, titus_piezas
  • Re: Cubic Tschirnhausen transformation to derive Bring-Jerrard quintic, titus_piezas
• Re: Subset Vector Sum, DariushA
• decision method for a poset times 2, Michel
• For what I do not find with using I knew, probleman
  • Re: For what I do not find with using I knew, martin cohen
• Strongly Nonlinear Problem, probleman
• Category Theory meeting, Tom Leinster
• Theorems in pure mathematics, Zahid Hameed
  • Re: Theorems in pure mathematics, gwlucky
  • Re: Theorems in pure mathematics, Stephen Harris
  • Re: Theorems in pure mathematics, Halm
• "half-group" basis for algebra of nxn matrices?, eclark
• infinite-dimensional analysis problem, Krzysztof
  • Re: infinite-dimensional analysis problem, Lee Rudolph
• Sobolev functions - measure zero, maxsim
  • Re: Sobolev functions - measure zero, renardym
• Call for Papers (extended): IAENG International Workshop on Scientific Computing and Computational Statistics (in IMECS 2006), imecs__2006
• Great Lakes K-theory Conference, XI, Dan Grayson
• This week in the mathematics arXiv (6 Mar - 10 Mar), Greg Kuperberg
• sufficient condition for smooth map to be rigid motion, stephen
  • Re: sufficient condition for smooth map to be rigid motion, renardym
• Mathematics - Open Access Publications, Giandomenico Sica
  • Re: Mathematics - Open Access Publications, gwlucky
    • Re: Mathematics - Open Access Publications, gwlucky
    • Re: Mathematics - Open Access Publications, A N Niel
      • Re: Mathematics - Open Access Publications, DariushA
      • Re: Mathematics - Open Access Publications, ggl
      • Re: Mathematics - Open Access Publications, David Madore
      • Re: Mathematics - Open Access Publications, D. J. Bernstein
      • Re: Mathematics - Open Access Publications, gwlucky
      • Re: Mathematics - Open Access Publications, DariushA
• This Week's Finds in Mathematical Physics (Week 227), John Baez
  • Re: This Week's Finds in Mathematical Physics (Week 227), John Baez
  • Re: This Week's Finds in Mathematical Physics (Week 227), david . corfield
• Four papers published by Algebraic & Geometric Topology, Geometry and Topology Journal
• Re: Given a module, can I always find a bijection to some vector space?, Jim Heckman
• Lie groups generated by two one-parameter subgroups, José Carlos Santos
  • Re: Lie groups generated by two one-parameter subgroups, gwlucky
    • Re: Lie groups generated by two one-parameter subgroups, José Carlos Santos
  • Re: Lie groups generated by two one-parameter subgroups, Maarten Bergvelt
    • Re: Lie groups generated by two one-parameter subgroups, José Carlos Santos
      • Re: Lie groups generated by two one-parameter subgroups, Maarten Bergvelt
      • Re: Lie groups generated by two one-parameter subgroups, José Carlos Santos
      • Re: Lie groups generated by two one-parameter subgroups, Dave Elliott
      • Re: Lie groups generated by two one-parameter subgroups, José Carlos Santos
  • Re: Lie groups generated by two one-parameter subgroups, Ignat Soroko
    • Re: Lie groups generated by two one-parameter subgroups, JosŽ Carlos Santos
      • Re: Lie groups generated by two one-parameter subgroups, JosŽ Carlos Santos
• Stability of a Companion Matrix, Erasmus
  • Re: Stability of a Companion Matrix, Tracy Hall
• Fourier Transform of Parabolic cylinder functions, Zahid Hameed
  • Re: Fourier Transform of Parabolic cylinder functions, Roland Franzius
• Solutions of Diophantine Equations in Non-Commutative Algebra, Cory Myers
• This week in the mathematics arXiv (27 Feb - 3 Mar), Greg Kuperberg
• traces of stochastic matrix products, fido
  • Re: traces of stochastic matrix products, Ilya Zakharevich
  • Re: traces of stochastic matrix products, Ilya Zakharevich
    • Re: traces of stochastic matrix products, fido
      • Re: traces of stochastic matrix products, Tracy Hall
      • Re: traces of stochastic matrix products, fido
• Proof, Javi
  • Re: Proof, Jason Swanson
    • Re: Proof, Jason Swanson
  • <Possible follow-ups>
  • Re: Proof, mathman
• Question about linking forms/ number theory, Daniel Moskovich
• Exaplaining thinking mathematically, fraternitydisposal@xxxxxxxxx
  • Re: Exaplaining thinking mathematically, Halm
• Can quasi-convex be reparameterized to convex?, Ronald Bruck
  • Re: Can quasi-convex be reparameterized to convex?, Robert Israel
• Division algebras, Kevin Buzzard
  • Re: Division algebras, David Madore
• Szemeredi-Trotter in n dimensions?, Harald Helfgott
• Spring Pacific NW Geometry Seminar, John M Lee
  • <Possible follow-ups>
  • Spring Pacific NW Geometry Seminar, Jack
• Two papers published by Geometry & Topology Publications, Geometry and Topology Journal
• Help with a problem: non-convexifiability of a function, tsy
  • Re: Help with a problem: non-convexifiability of a function, Peter Spellucci
    • Re: Help with a problem: non-convexifiability of a function, tsy
      • Re: Help with a problem: non-convexifiability of a function, renardym
  • Re: Help with a problem: non-convexifiability of a function, renardym
  • Re: Help with a problem: non-convexifiability of a function, Robert Israel
• Call for Papers: Oriental Journal of Mathematical Sciences, V Ravichandran
• Is this function a specialization of theta functions?, x_s_lin
  • Re: Is this function a specialization of theta functions?, Dan Piponi
    • Re: Is this function a specialization of theta functions?, x_s_lin
• Integer programming, tenida
  • Re: Integer programming, Steven Lord
• embeddings in compactly generated groups, Yves de Cornulier
  • Re: embeddings in compactly generated groups, Volker Boie
    • Re: embeddings in compactly generated groups, Yves de Cornulier
• Fourier Transform of nonperiodic function ( a hint would be apreciated), Halm
  • Re: Fourier Transform of nonperiodic function ( a hint would be apreciated), Roland Franzius
    • Re: Fourier Transform of nonperiodic function ( a hint would be apreciated), Halm
• Is it ever a square?, Kent Holing
  • Re: Is it ever a square?, George Baloglou
    • Re: Is it ever a square?, George Baloglou
  • Re: Is it ever a square?, Kevin Buzzard
• This week in the mathematics arXiv (20 Feb - 24 Feb), Greg Kuperberg
• Re: is the set of Pi_1 theorems recursive? ("undecidably undecidable" statements), Keith Ramsay
  • Re: is the set of Pi_1 theorems recursive? ("undecidably undecidable" statements), David Madore
• Two papers published by Geometry & Topology, Geometry and Topology Journal
  • <Possible follow-ups>
  • Two papers published by Geometry & Topology, Geometry and Topology Journal
• topological obstructions for finitness of symplectic capacity, Ali Taghavi
• Re: Out of Plane Inclination of Orbits and space Curvature, Narasimham
• Re: need help: non-linear optimization with linear constraint., Sven . Zenker
• This week in the mathematics arXiv (13 Feb - 17 Feb), Greg Kuperberg
• A Diophantine equation, Kent Holing
  • Re: A Diophantine equation, Randall
    • Re: A Diophantine equation, Thomas Womack
• adjusting an image, David
  • Re: adjusting an image, Dean Hickerson
    • Re: adjusting an image, David
      • Re: adjusting an image, Dean Hickerson
  • Re: adjusting an image, Ilya Zakharevich
    • Re: adjusting an image, David
      • Re: adjusting an image, Ilya Zakharevich
      • Re: adjusting an image, David
      • Re: adjusting an image, Ilya Zakharevich
• Proposed proof of Riemann hypothesis., Aron Palmer
• This week in the mathematics arXiv (6 Feb - 10 Feb), Greg Kuperberg
• Re: semialgebraic sets and integrability, Bertie Reed
• parabolic cylinder function, Zahid Hameed
  • Re: parabolic cylinder function, Roland Franzius
  • Re: parabolic cylinder function, Nico Temme
• Sextic casus irreducibilis, titus_piezas
• Re: A question to Siegel's Lemma/Minkowski's Second Convex Body Theorem, Alexander Borisov
• A question related to Pythagorean triples, Kent Holing
  • Re: A question related to Pythagorean triples, Kevin Buzzard
  • Re: A question related to Pythagorean triples, Fred Chapman
  • <Possible follow-ups>
  • Re: A question related to Pythagorean triples, Allan MacLeod
    • Re: A question related to Pythagorean triples, Gerry Myerson
    • Re: A question related to Pythagorean triples, Peter L. Montgomery
    • Re: A question related to Pythagorean triples, Fred Chapman
      • Re: A question related to Pythagorean triples, Noam D.Elkies
• Some Jacobi Theta Identities, Dan Piponi
• Re: A Definition of an Algorithm, Paul E. Black
  • <Possible follow-ups>
  • Re: A Definition of an Algorithm, Markus Redeker
    • Re: A Definition of an Algorithm, Rob Arthan
  • Re: A Definition of an Algorithm, Mitch
    • Re: A Definition of an Algorithm, Rob Arthan
  • Re: A Definition of an Algorithm, noson
• online differential geometry docs, bach
  • Re: online differential geometry docs, John M Lee

We are proud to have Web Hosting and Rack Housing from 9 Net Avenue Deutschland.
(15)