sci.math.research

Date Index

NMR experiment factors numbers with Gauss sums, gautam.kalia18@xxxxxxxxx
This week in the mathematics arXiv (18 Sep - 22 Sep), Greg Kuperberg
Pacific NW Geometry Seminar, John M Lee
the lowest number of comparisons in string matching, laura
problem of analytical geometry 2D, fisica sanitaria Terni
- Re: problem of analytical geometry 2D, Robert Israel
Concerning a centralizer in a free group of rank 2, markzorromz
- Re: Concerning a centralizer in a free group of rank 2, Arturo Magidin
  - Re: Concerning a centralizer in a free group of rank 2, markzorromz
- <Possible follow-ups>
- Re: Concerning a centralizer in a free group of rank 2, Anton Deitmar
This week in the mathematics arXiv (11 Sep - 15 Sep), Greg Kuperberg
Five papers published by Geometry & Topology Publications, Geometry and Topology
Possible to estimate maximum maximal independent set and minimum maximal independent set?, iwan2no
Minimum cost integer multi-commodity flow problem, Micheal Ehlers
Curvature Generalization in Riemannian Geometry, Narasimham
ANN: Invitation to beta test, Logic Scientific
Classifying Straight Line & Step Function, sowhat82
A matrix identity, bdm
- Re: A matrix identity, Robert Israel
Three papers published by Geometry & Topology Publications, Geometry and Topology
Maximal number of triangular faces., pierre . bornsztein
- Re: Maximal number of triangular faces., David W.Cantrell
  - Re: Maximal number of triangular faces., pierre . bornsztein
- Re: Maximal number of triangular faces., pawan
  - Re: Maximal number of triangular faces., pierre . bornsztein
Open Path TSP ..., sam
- Re: Open Path TSP ..., Jim Nastos
  - Re: Open Path TSP ..., sam
    - Re: Open Path TSP ..., Jim Nastos
Soddy gosset theorem, ap
- Re: Soddy gosset theorem, stebla
operators with singular Fourier symbols, Pouya D. Tafti
A question on Baker-Campbell-Hausdorff, Timothy Murphy
- Re: A question on Baker-Campbell-Hausdorff, Arnold Neumaier
- Re: A question on Baker-Campbell-Hausdorff, rusty
The number of semiprimes, Jean-Claude Evard
- Re: The number of semiprimes, Tim Peters
- Re: The number of semiprimes, William C Waterhouse
- Re: The number of semiprimes, Gerry Myerson
  - Re: The number of semiprimes, Tim Peters
- <Possible follow-ups>
- Re: The number of semiprimes, Jean-Claude Evard
Pseudo Differential Operator eigenvectors, eric_chopin@xxxxxxxxxxx
- Re: Pseudo Differential Operator eigenvectors, alainverghote
  - Re: Pseudo Differential Operator eigenvectors, eric_chopin@xxxxxxxxxxx
Primes as knots, Jürgen Böhm
nonlinear dynamics: question about chain recurrent sets, lucas7703
- Re: nonlinear dynamics: question about chain recurrent sets, Simeon Stefanov
References to type of continued fraction, sttscitrans
This week in the mathematics arXiv (4 Sep - 8 Sep), Greg Kuperberg
root groups?, bo198214
- Re: root groups?, Arturo Magidin
  - Re: root groups?, bo198214
    - Re: root groups?, Arturo Magidin
    - Re: root groups?, bo198214
    - Re: root groups?, Arturo Magidin
    - Re: root groups?, bo198214
    - Re: root groups?, Arturo Magidin
Four papers published by Geometry & Topology Publications, Geometry and Topology
- <Possible follow-ups>
- Four papers published by Geometry & Topology Publications, Geometry and Topology
how these numbers are called, laura
- Re: how these numbers are called, Richard Mathar
  - Re: how these numbers are called, laura
    - Re: how these numbers are called, Richard Mathar
deciding equality by normal form, bo198214
- Re: deciding equality by normal form, David Madore
  - Re: deciding equality by normal form, bo198214
Effective constant for corollary of PNT, xancorreu
Synthese entre les theoremes du point fixe de Banach et Kannan, math
Kissing numbers, marijac89
- Re: Kissing numbers, cody . roux
Minimal number of generators of a polynomial ideal, HELP!, sirob
Workshop on Symplectic Field Theory, RSaenz
Six papers published by Geometry & Topology Publications, Geometry and Topology
Solutions of multidimensional difference equations - are they unique?, Roman Werpachowski
Re: matricial system, loup blanc
- Re: matricial system, sirob
This Week's Finds in Mathematical Physics (Week 239), John Baez
JOB: Mathematician (consultant/contractor) San Francisco Bay Area, jmcgowan
Looking for a reference, Alexander Burstein
Rohlin invariant of a triangulated homology 3-sphere?, Ryan Budney
Estimates for the Cauchy Residue Theorem, oswald . kluge
Closed form solution for double integral, Moshe Schwartz
number of trees in a tree collection that represents a simple graph, doctormungmung
This week in the mathematics arXiv (28 Aug - 1 Sep), Greg Kuperberg
2nd CFP RIAO 2007 Large-Scale Semantic Access to Content (Text, Image, Video and Sound), ggrefen
An Integral Equation, trieule79
- Re: An Integral Equation, Robert Israel
Two thorems, Arun Lobo
- Re: Two thorems, Joshua Zelinsky
- Re: Two thorems, Robert Israel
- Re: Two thorems, renardym
- Re: Two thorems, alvaro . begue
Sign of Pfaffian, callan
- Re: Sign of Pfaffian, David L. Johnson
f(f(x))f(x)=F(x), bo198214
- Re: f(f(x))f(x)=F(x), Robert Israel
  - Re: f(f(x))f(x)=F(x), bo198214
    - Re: f(f(x))f(x)=F(x), Robert Israel
    - Re: f(f(x))f(x)=F(x), alainverghote
    - Re: f(f(x))f(x)=F(x), israel
    - Re: f(f(x))f(x)=F(x), alainverghote
    - Re: f(f(x))f(x)=F(x), bo198214
    - Re: f(f(x))f(x)=F(x), alainverghote
G. Spencer-Brown RH "proof": follow-up, mwatkins@xxxxxxxxxxxxxx
- Re: G. Spencer-Brown RH "proof": follow-up, Robert Israel
- Re: G. Spencer-Brown RH "proof": follow-up, victor_meldrew_666
  - Re: G. Spencer-Brown RH "proof": follow-up, mwatkins@xxxxxxxxxxxxxx
- Re: G. Spencer-Brown RH "proof": follow-up, Tim Peters
- Re: G. Spencer-Brown RH "proof": follow-up, tchow
Problem: Diameter of circulant integral graphs, ss54
Cohomology on a del Pezzo, Aaron Bergman
What's so good about rational zeta functions?, Tom Leinster
- Re: What's so good about rational zeta functions?, minhyong
- Re: What's so good about rational zeta functions?, tchow
- Re: What's so good about rational zeta functions?, Tom Leinster
  - Re: What's so good about rational zeta functions?, tchow
- <Possible follow-ups>
- Re: What's so good about rational zeta functions?, Anton Deitmar
Re: Definition of the boundary of a convex set needed., mccarthyBMCCp
- Re: Definition of the boundary of a convex set needed., Ilya Zakharevich
This week in the mathematics arXiv (21 Aug - 25 Aug), Greg Kuperberg