# sci.math.research

**ODE Stability on Lipschitz continuous rhs?**,*Fan***Relating Different Definitions Of Context-Free'ness for Grammars**,*markwh04***Question regarding super-geometric series**,*Moshe Schwartz*- <Possible follow-ups>
**Re: Question regarding super-geometric series**,*William C Waterhouse*

**This Week's Finds in Mathematical Physics (Week 225)**,*John Baez***Casey's theorem**,*Lambert***Question on quotient of averages**,*Martin Rubey***Re: Question on quotient of averages**,*Robert Israel***Re: Question on quotient of averages**,*Martin Rubey***Re: Question on quotient of averages**,*Robert Israel*

**New model for primality test**,*M.A.Fajjal***This week in the mathematics arXiv (12 Dec - 16 Dec)**,*Greg Kuperberg***[Graph theory] Coloring a planar graph**,*sylsau14***Re: Radical Expression For cos(2*pi/23)**,*M.A.Fajjal***Re: Radical Expression For cos(2*pi/23)**,*rehamkcirtap@xxxxxxxxx*- <Possible follow-ups>
**Re: Radical Expression For cos(2*pi/23)**,*M.A.Fajjal*

**conjecture**,*Richard Miller***Computing thz zeros of J0 and J1 (Bessel functions)**,*Thomas Baruchel***Call for Papers - The Journal of American Science**,*marslandpress***This Week's Finds in Mathematical Physics (Week 224)**,*John Baez***Re: This Week's Finds in Mathematical Physics (Week 224)**,*Urs Schreiber*

**11^3 = 6.2^3.3^3 + 2^3 + 3^3 so what?**,*richard miller***Integral Equation**,*John***This week in the mathematics arXiv (5 Dec - 9 Dec)**,*Greg Kuperberg***result from set theory (i think)**,*alan***Re: result from set theory (i think)**,*Andrew D. Hwang***Re: result from set theory (i think)**,*Maarten Bergvelt*

**Solving solvable septics**,*M.A.Fajjal***Automorphism groups of classical matrix groups**,*fido***Re: Automorphism groups of classical matrix groups**,*Maarten Bergvelt***Re: Automorphism groups of classical matrix groups**,*Timothy Murphy*

**linear independence of prime-order roots**,*Martin Ziegler***Re: linear independence of prime-order roots**,*Kevin Buzzard***Re: linear independence of prime-order roots**,*Victor S. Miller*

**ECM-23 Satellite Conference**,*Massimo Nespolo***Bounds for [sigma(p^k)/p^k] + [sigma(m^2)/m^2] when N = (p^k)*m^2 is an OPN**,*joseabdris***Re: Bounds for [sigma(p^k)/p^k] + [sigma(m^2)/m^2] when N = (p^k)*m^2 is an OPN**,*Joshua Zelinsky***Re: Bounds for [sigma(p^k)/p^k] + [sigma(m^2)/m^2] when N = (p^k)*m^2 is an OPN**,*Joshua Zelinsky*- <Possible follow-ups>
**Re: Bounds for [sigma(p^k)/p^k] + [sigma(m^2)/m^2] when N = (p^k)*m^2 is an OPN**,*joseabdris*

**This week in the mathematics arXiv (28 Nov - 2 Dec)**,*Greg Kuperberg***Functions of positive type on SU(2) X SU(2)**,*jarek***Re: Functions of positive type on SU(2) X SU(2)**,*jarek korbicz*

**Irreducible polynomial**,*J.Barthez***Re: Irreducible polynomial**,*Dave Rusin*

**Re: Max-min problem on polynomials with (sort of) cyclically permuted exponents**,*djones***self maps of the upper half plane**,*steve***Re: self maps of the upper half plane**,*Tracy Hall***Re: self maps of the upper half plane**,*Dan Asimov**Message not available**Message not available**Message not available**Message not available***Re: self maps of the upper half plane**,*Dan Luecking*

**Mode of positively skewed unimodal distribution from 1st 3 raw moments ?**,*Niraj Patel***minimal transitive permutation groups**,*m.damiani***Two papers published by Algebraic & Geometric Topology**,*Geometry and Topology Journal***When do 2 lines rule both a hyperbolic paraboloid and a 1-sheeted hyperboloid?**,*dhalitsky***Re: Initial form in a graded ring**,*William C Waterhouse***Representation in enriched category theory**,*news***Conformal structure on a Riemannian manifold**,*Ignat Soroko***Re: Conformal structure on a Riemannian manifold**,*Nikos Apostolakis***Re: Conformal structure on a Riemannian manifold**,*Christopher J. Henrich***Re: Conformal structure on a Riemannian manifold**,*Lee Rudolph***Re: Conformal structure on a Riemannian manifold**,*Nikos Apostolakis*

- <Possible follow-ups>
**Re: Conformal structure on a Riemannian manifold**,*Ali Taghavi*

**Properties of a certain algebra**,*mateus . oliveira***Re: Properties of a certain algebra**,*Robert Israel***Re: Properties of a certain algebra**,*Dan***Re: Properties of a certain algebra**,*Torsten Ekedahl***Re: Properties of a certain algebra**,*Torsten Ekedahl*

**finitely presented centre-by-simple group**,*decornul***Re: non-separable linearly ordered space**,*William Elliot***so(1,1)**,*end_isolation***Re: so(1,1)**,*Tobias Fritz*

**arithmetic in finite field**,*zeros***Re: arithmetic in finite field**,*temptony***Re: arithmetic in finite field**,*esarad*

**This week in the mathematics arXiv (18 Nov - 24 Nov)**,*Greg Kuperberg***How to write a matrix in a block form?**,*Pavel Pokorny***Re: How to write a matrix in a block form?**,*Maarten Bergvelt***Re: How to write a matrix in a block form?**,*Robert Israel*

**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 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***Paper published by Geometry and Topology**,*Geometry and Topology Journal***Paper published by Geometry and Topology**,*Geometry and Topology Journal***Paper published by Geometry and Topology**,*Geometry and Topology Journal*

**Total unimodularity**,*Spencer Fung***This week in the mathematics arXiv (14 Nov - 18 Nov)**,*Greg Kuperberg***3-surfaces knotted in 5 space**,*Blake Winter*- <Possible follow-ups>
**Re: 3-surfaces knotted in 5 space**,*Sacha Blumen***Re: 3-surfaces knotted in 5 space**,*Sacha Blumen*

**Re: about a definition in J Baez's book: gauge fields, knots anf gravity**,*John Baez***Re: Probability transition density -- just need a name**,*Alan***help needed in an optimization problem**,*yigido***Re: help needed in an optimization problem**,*Peter Spellucci*

**Almost disjoint sets**,*Harald Helfgott***Re: Almost disjoint sets**,*Gary McGuire***Re: Almost disjoint sets**,*tchow*