sci.math.research

Date Index

Out of Plane Inclination of Orbits and space Curvature, Narasimham
A question to Siegel's Lemma/Minkowski's Second Convex Body Theorem, Holger Walliser
need help: non-linear optimization with linear constraint., jiapu . mail
Cut-off phenomenon in random walks, ss54
Classification of algebraic extensions of Z/p, joeshipman@xxxxxxx
- Re: Classification of algebraic extensions of Z/p, Everett W. Howe
- <Possible follow-ups>
- Re: Classification of algebraic extensions of Z/p, Hagen
Discrete transform; norms, Harald Helfgott
Three papers published by Algebraic & Geometric Topology, Geometry and Topology Journal
Two papers published by Geometry & Topology, Geometry and Topology Journal
semialgebraic sets and integrability, cory
Numerically solving a system of polynomial equations, yaroslavvb
- Re: Numerically solving a system of polynomial equations, alainverghote
- Re: Numerically solving a system of polynomial equations, Igor Khavkine
Six papers published by Algebraic & Geometric Topology, Geometry and Topology Journal
is the set of Pi_1 theorems recursive? ("undecidably undecidable" statements), David Madore
- Re: is the set of Pi_1 theorems recursive? ("undecidably undecidable" statements), David Madore
multicategory algebras, Urs Schreiber
Non-"trivial" solutions to quadratic Diophantine equations, Ashley Montanaro
problem about bisection, Chyw1980
Re: A Definition of an Algorithm, Per Freem
- Re: A Definition of an Algorithm, noson
- <Possible follow-ups>
- Re: A Definition of an Algorithm, noson
- Re: A Definition of an Algorithm, alex . lupas
  - Re: A Definition of an Algorithm, Aatu Koskensilta
    - Re: A Definition of an Algorithm, alex . lupas
    - Re: A Definition of an Algorithm, A N Niel
    - Re: A Definition of an Algorithm, alex . lupas
    - Re: A Definition of an Algorithm, G. A. Edgar
    - Re: A Definition of an Algorithm, noson
  - Re: A Definition of an Algorithm, noson
- Re: A Definition of an Algorithm, Paul E. Black
- Re: A Definition of an Algorithm, george
  - Re: A Definition of an Algorithm, noson
  - Re: A Definition of an Algorithm, Aatu Koskensilta
- Re: A Definition of an Algorithm, noson
  - Re: A Definition of an Algorithm, Blackbird
Voevodsky on the homotopy lambda calculus, John Baez
sqrt(2) modulo a prime, larryhammick@xxxxxxxxx
- <Possible follow-ups>
- Re: sqrt(2) modulo a prime, Dan Cass
  - Re: sqrt(2) modulo a prime, Larry Hammick
Urgent: a easy matrix question?, Fan
- Re: Urgent: a easy matrix question?, William C Waterhouse
Please provide me statistical help, sam
- Re: Please provide me statistical help, gwlucky
Graph Theory and Combinatorics Forum, saad
Vector valued k-forms, principalbundles
- Re: Vector valued k-forms, Alexey Popov
  - Re: Vector valued k-forms, principalbundles
Haar Measure Completion Regular, Michael Dagg
" What about equation x = g(x ,f(x) ) ? ", alainverghote
Number theory question, deepkdeb
About Clifford (GEometric) Algebras and Quantum Mechanics, R. Aparicio
loop braid isotopies, Blake Winter
- Re: loop braid isotopies, Lee Rudolph
  - Re: loop braid isotopies, Blake Winter
    - Re: loop braid isotopies, Ryan Budney
two problem about bisection, chyawen
This week in the mathematics arXiv (30 Jan - 3 Feb), Greg Kuperberg
Quantum computation, anothertimeanotherplace
- Re: Quantum computation, Thomas Richter
- Re: Quantum computation, Tracy Hall
Hilbert transform of modified Bessel functions, fking
Unimodular Lie groups, John Baez
- Re: Unimodular Lie groups, Christopher J. Henrich
  - Re: Unimodular Lie groups, John Baez
Can someone give me an example of..., Giovanni Lagnese
FREE Children's Math Software!, info
Methods of drawing perspective polygons; new properties of conics, Sahatchai
ciclic groups and permutations that preserve associativity, Mateus Oliveira
Hilbert 16th Problem, Ali Taghavi
Switching of graphs, ss54
- Re: Switching of graphs, Tracy Hall
- Re: Switching of graphs, Mateus Oliveira
  - Re: Switching of graphs, Mateus Oliveira
    - Re: Switching of graphs, Mateus Oliveira
Matrices whose entries are prime numbers, ss54
- Re: Matrices whose entries are prime numbers, RobertSzefler
- Re: Matrices whose entries are prime numbers, G. A. Edgar
  - Re: Matrices whose entries are prime numbers, Victor S. Miller
    - Re: Matrices whose entries are prime numbers, Victor S. Miller
- Re: Matrices whose entries are prime numbers, Peter L. Montgomery
- Re: Matrices whose entries are prime numbers, Rob Arthan
- Re: Matrices whose entries are prime numbers, ss54
moduli space of flat bundles, John Baez
- Re: moduli space of flat bundles, Andrew D. Hwang
  - Re: moduli space of flat bundles, Daniel Ruberman
    - Re: moduli space of flat bundles, John Baez
Selberg Class, eric_chopin
This week in the mathematics arXiv (23 Jan - 27 Jan), Greg Kuperberg
Dual space of M(X), Bela Frigyik
- Re: Dual space of M(X), G. A. Edgar
  - Re: Dual space of M(X), Bela Frigyik
What is Sum(1/p log p)?, buffalo
- Re: What is Sum(1/p log p)?, David C. Ullrich
  - Re: What is Sum(1/p log p)?, buffalo
    - Re: What is Sum(1/p log p)?, David C. Ullrich
- <Possible follow-ups>
- RE: What is Sum(1/p log p)?, Steven Finch
  - Re: What is Sum(1/p log p)?, buffalo
    - Re: What is Sum(1/p log p)?, David C. Ullrich
    - Re: What is Sum(1/p log p)?, Vladimir Drobot
    - Re: What is Sum(1/p log p)?, Wolfgang Rave
This Week's Finds in Mathematical Physics (Week 226), John Baez
- Re: This Week's Finds in Mathematical Physics (Week 226), Aaron Bergman
  - Re: This Week's Finds in Mathematical Physics (Week 226), John Baez
- Re: This Week's Finds in Mathematical Physics (Week 226), naslimn
- <Possible follow-ups>
- Re: This Week's Finds in Mathematical Physics (Week 226), John Baez
  - Re: This Week's Finds in Mathematical Physics (Week 226), John Baez
  - Re: This Week's Finds in Mathematical Physics (Week 226), tchow
Canonical Science Today, and notation/syntaxes for CanonMath, Juan R.
functor property, Urs Schreiber
Explicit zero-density results for Dirichlet L functions, Harald Helfgott
Re: [Graph theory] Coloring a planar graph, Larry Hammick
Algebraic structure obeying (ab)(cd)=(ac)(bd), Mateus Oliveira
- Re: Algebraic structure obeying (ab)(cd)=(ac)(bd), Tom Leinster
  - Re: Algebraic structure obeying (ab)(cd)=(ac)(bd), gwlucky
    - Re: Algebraic structure obeying (ab)(cd)=(ac)(bd), alainverghote
    - Re: Algebraic structure obeying (ab)(cd)=(ac)(bd), Tom Leinster
    - Re: Algebraic structure obeying (ab)(cd)=(ac)(bd), alainverghote
    - Re: Algebraic structure obeying (ab)(cd)=(ac)(bd), Mateus Oliveira
- Re: Algebraic structure obeying (ab)(cd)=(ac)(bd), Dean Hickerson
- Re: Algebraic structure obeying (ab)(cd)=(ac)(bd), Urs Schreiber
  - Re: Algebraic structure obeying (ab)(cd)=(ac)(bd), Tom Leinster
An ODE question, Jason Swanson
- Re: An ODE question, Robert Israel
  - Re: An ODE question, Jason Swanson
ordinal strength of a theory - and large cardinals, David Madore
- Re: ordinal strength of a theory - and large cardinals, tchow
  - Re: ordinal strength of a theory - and large cardinals, David Madore
    - Re: ordinal strength of a theory - and large cardinals, Aatu Koskensilta
- Re: ordinal strength of a theory - and large cardinals, David Madore
  - Re: ordinal strength of a theory - and large cardinals, Keith Ramsay
    - Re: ordinal strength of a theory - and large cardinals, Robert E. Beaudoin
" Are there known ways to solve g(3*x/(x+1), y) = d/dy g(x,y) - 2/y*g(x,y) ? ", alainverghote
- Re: " Are there known ways to solve g(3*x/(x+1), y) = d/dy g(x,y) - 2/y*g(x,y) ? ", karl . fabian
  - Re: " Are there known ways to solve g(3*x/(x+1), y) = d/dy g(x,y) - 2/y*g(x,y) ? ", alainverghote
    - Re: " Are there known ways to solve g(3*x/(x+1), y) = d/dy g(x,y) - 2/y*g(x,y) ? ", alainverghote
Re: Connecting homomorphism in nonabelian Cech cohomology, ggl
welded knot orientation, Blake Winter
A new geometry (in Klein's sense)?, Giovanni Lagnese
- Re: A new geometry (in Klein's sense)?, Giovanni Lagnese
Geometrical view on Spin9=Aut(OP1), post 2, Marek Mitros
Re: Higher-Order Terms in BCH Formula?, kosovtsov
Re: linear independence of prime-order roots, marian
Call for Papers: IAENG International Workshop on Scientific Computing and Computational Statistics (in IMECS 2006), imecs__2006
- <Possible follow-ups>
- Call for Papers: IAENG International Workshop on Scientific Computing and Computational Statistics (in IMECS 2006), imecs__2006
conjugation invariant subgroups, galois
- Re: conjugation invariant subgroups, Robert Israel
  - Re: conjugation invariant subgroups, galois
    - Re: conjugation invariant subgroups, Kevin Buzzard
    - Re: conjugation invariant subgroups, galois
    - Re: conjugation invariant subgroups, Kevin Buzzard
Re: Hexpentaquaternions: a two-hand quaternion algebra, William C Waterhouse
- <Possible follow-ups>
- Re: Hexpentaquaternions: a two-hand quaternion algebra, Dement
- Re: Hexpentaquaternions: a two-hand quaternion algebra, Dement
Re: Lie group F4 = Aut(OP2), José Carlos Santos
- <Possible follow-ups>
- Re: Lie group F4 = Aut(OP2), Marek Mitros
  - Re: Lie group F4 = Aut(OP2), Dan Asimov
- Lie group F4 = Aut(OP2), Magnus
- Re: Lie group F4 = Aut(OP2), Marek Mitros
  - Re: Lie group F4 = Aut(OP2), John Baez
    - Re: Lie group F4 = Aut(OP2), Magnus
- Re: Lie group F4 = Aut(OP2), John Baez
- Re: Lie group F4 = Aut(OP2), Marek Mitros
Papers available on line, hellman314
Call for Papers: 2nd IMTGT Conference on Mathematics, Statistics and Their Applications, V Ravichandran
Re: searching an example for the road coloring conjecture, degree 2, Gerry Myerson
- Re: searching an example for the road coloring conjecture, degree 2, klaus hoffmann