sci.math.research

• Date Index

• q-diophant. equations ?, alexandru . lupas
• Definition of little n-cubes action: disjointness, Stefan
• Research Opportunity: Algs for Water Quality Prediction & Control in Pipeline Networks, jim . uber
• Extended Beta function?, Bossavit
  • Re: Extended Beta function?, Raymond Manzoni
    • Re: Extended Beta function?, Bossavit
• Density in a Lie group, Alexander Stoimenow
  • Re: Density in a Lie group, Ignat Soroko
  • Re: Density in a Lie group, ggl
• NSERC University Faculty Award, Volker Runde
• This week in the mathematics arXiv (30 Sep - 6 Oct), Greg Kuperberg
• Adjoint Action of Lie-type Groups, J.Barthez
• Expressing a polynomial as a sum of squares, Stan Rabinowitz
  • Re: Expressing a polynomial as a sum of squares, José Carlos Santos
    • Re: Expressing a polynomial as a sum of squares, Brian Borchers
  • Re: Expressing a polynomial as a sum of squares, Marc Olschok
    • Re: Expressing a polynomial as a sum of squares, Herman Rubin
      • Re: Expressing a polynomial as a sum of squares, José Carlos Santos
      • Re: Expressing a polynomial as a sum of squares, Pablo A. Parrilo
      • Re: Expressing a polynomial as a sum of squares, Marc Olschok
  • <Possible follow-ups>
  • Re: Expressing a polynomial as a sum of squares, Pablo A. Parrilo
• Compact Metric Space, Scott Mcclintock
  • Re: Compact Metric Space, Jannick Asmus
• Re: minimum volume ellipse, Han de Bruijn
• Computing the number of limit circles, dcalitoiu
  • Re: Computing the number of limit circles, Robert Low
  • <Possible follow-ups>
  • Re: Computing the number of limit circles, Ali Taghavi
    • Re: Computing the number of limit circles, dcalitoiu
• Galois theory question, Kent Holing
  • Re: Galois theory question,
  • Re: Galois theory question, Dave Rusin
  • Re: Galois theory question, ggl
  • Re: Galois theory question, Kevin Buzzard
• About the identity sum(n=0,\infty, zeta(2n)/pi^(2n) = -1/(2 tan 1), Thomas Baruchel
  • Re: About the identity sum(n=0,\infty, zeta(2n)/pi^(2n) = -1/(2 tan 1), Thomas Baruchel
    • Re: About the identity sum(n=0,\infty, zeta(2n)/pi^(2n) = -1/(2 tan 1), Raymond Manzoni
• Re: conformal map regular polygone into unit circle., Willi Moehring
• NP-complete?, zeros
  • Re: NP-complete?, RobertSzefler
• Re: Presheaf as functor, Anton Deitmar
  • <Possible follow-ups>
  • Re: Presheaf as functor, joe.shmoe.joe.shmoe
• sorry for some mistype, lssiu
• Re: IS quantum mechanics a limit cycle theory??, Ali Taghavi
  • <Possible follow-ups>
  • Re: IS quantum mechanics a limit cycle theory??, Ali Taghavi
    • Re: IS quantum mechanics a limit cycle theory??, israel
      • Re: IS quantum mechanics a limit cycle theory??, Han de Bruijn
  • Re: IS quantum mechanics a limit cycle theory??, Ali Taghavi
    • Re: IS quantum mechanics a limit cycle theory??, israel
  • Re: IS quantum mechanics a limit cycle theory??, Ali Taghavi
  • Re: IS quantum mechanics a limit cycle theory??, Ali Taghavi
  • Re: IS quantum mechanics a limit cycle theory??, Ali Taghavi
  • Re: IS quantum mechanics a limit cycle theory??, Ali Taghavi
• PATAT 2006: Second Call for Papers, PATAT 2006
• On the primeness of the union of a chain of prime ideals., freedom641@xxxxxxxxx
  • Re: On the primeness of the union of a chain of prime ideals., Marc Olschok
    • Re: On the primeness of the union of a chain of prime ideals., Marc Olschok
  • Re: On the primeness of the union of a chain of prime ideals., Marc Olschok
• ask for a simpler proof about condition on a sum of idempotents is ide, lssiu
  • Re: ask for a simpler proof about condition on a sum of idempotents is ide, Peter L. Montgomery
• Representations of Unity as Sums of Rational Fractions, nworm
• Need reference or suggestion: "Size estimation", kudesnik
• This Week's Finds in Mathematical Physics (Week 222), John Baez
• This week in the mathematics arXiv (25 Sep - 30 Sep), Greg Kuperberg
• duality of convex functions, Sergiy M.Zhuk
• Three papers published by Geometry and Topology, Geometry and Topology Journal
• A nice conjecture concerning PadŽ approximations, Thomas Baruchel
• Two papers published by Algebraic and Geometric Topology, Geometry and Topology Journal
  • <Possible follow-ups>
  • Two papers published by Algebraic and Geometric Topology, Geometry and Topology Journal
• local classification of riemannian manifolds, harsha
  • Re: local classification of riemannian manifolds, summer69
    • Re: local classification of riemannian manifolds, David L. Johnson
      • Re: local classification of riemannian manifolds, harsha
      • Re: local classification of riemannian manifolds, Ilya Zakharevich
      • Re: local classification of riemannian manifolds, Thomas Mautsch
      • Re: local classification of riemannian manifolds, David L. Johnson
      • Re: local classification of riemannian manifolds, Thomas Mautsch
      • Re: local classification of riemannian manifolds, David L. Johnson
      • Re: local classification of riemannian manifolds, Deane Yang
      • Re: local classification of riemannian manifolds, Ilya Zakharevich
      • Re: local classification of riemannian manifolds, Thomas Mautsch
  • Re: local classification of riemannian manifolds, Daniel Asimov
  • Re: local classification of riemannian manifolds, carlip-nospam
• Re: Efficient algorithms for multidimensional points, Tracy Hall
• Boris Sergeevich Razumikhin (biography/photo), peyman . setoodeh
• Translation equation, Tomasz Powierża
  • Re: Translation equation, alainverghote
    • Re: Translation equation, alainverghote
• Equivariant Confidence set, halimtony
• Multiple correlated Monte Carlo integrals, google02@xxxxxxxxxx
  • Re: Multiple correlated Monte Carlo integrals, Herman Rubin
• base change, David Roberts
  • Re: base change, Jannick Asmus
• Existence of an expectation, anz3
  • Re: Existence of an expectation, Herman Rubin
  • <Possible follow-ups>
  • Re: Existence of an expectation, mathman
  • Re: Existence of an expectation, anz3
• Re: Which norm is compatible with Lie bracket?, Pavel Pokorny
• Solving solvable quintics using two sextics (Modified method), M.A.Fajjal
• Re: Solving solvable QUINTICS using two sextics, M.A.Fajjal
  • Re: Solving solvable QUINTICS using two sextics, titus_piezas
• limits in topology versus limits in category theory, Zig
• freeness of the A-module A^N of sequences of elements of A, David Madore
  • Re: freeness of the A-module A^N of sequences of elements of A, William C Waterhouse
  • <Possible follow-ups>
  • Re: freeness of the A-module A^N of sequences of elements of A, Hagen
• Interpolating tensor product wavelets, Tommi Höynälänmaa
• Re: Jordan Measure, Maury Barbato
  • Re: Jordan Measure, Maury Barbato
• Quadratic Forms (Advanced post-doctorate Questions), numbershark
• Three papers published by Algebraic and Geometric Topology, Geometry and Topology Journal
• This week in the mathematics arXiv (17 Sep - 22 Sep), Greg Kuperberg
• Re: embeddability of hyperbolic 3-manifolds in R^n, Ian Agol
• Paper published by Geometry and Topology, Geometry and Topology Journal
  • <Possible follow-ups>
  • Paper published by Geometry and Topology, Geometry and Topology Journal
  • Paper published by Geometry and Topology, Geometry and Topology Journal
• Re: Manifolds obtained by revolving rigid submanifolds, Ian Agol
  • <Possible follow-ups>
  • Re: Manifolds obtained by revolving rigid submanifolds, Andrew D. Hwang
• Paper published by Algebraic and Geometric Topology, Geometry and Topology Journal
  • <Possible follow-ups>
  • Paper published by Algebraic and Geometric Topology, Geometry and Topology Journal
  • Paper published by Algebraic and Geometric Topology, Geometry and Topology Journal
• HOMFLY = matrix element?, Stephen Bigelow
• complex orthogonal group, Tobias Fritz
  • Re: complex orthogonal group, Ilya Zakharevich
    • Re: complex orthogonal group, Tobias Fritz
      • Re: complex orthogonal group, Ilya Zakharevich
      • Message not available
      • Re: complex orthogonal group, Ilya Zakharevich
      • Message not available
      • Re: complex orthogonal group, Ilya Zakharevich
      • Re: complex orthogonal group, Ilya Zakharevich
    • Re: complex orthogonal group, Ilya Zakharevich
  • Re: complex orthogonal group, Christian Ohn
  • Re: complex orthogonal group, Timothy Murphy
    • Re: complex orthogonal group, William C Waterhouse
  • Re: complex orthogonal group, Timothy Murphy
    • Re: complex orthogonal group, Timothy Murphy
    • Re: complex orthogonal group, Christopher J. Henrich

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