Experimental Mathematics



Experimental Mathematics

Experimental Mathematics publishes formal results and conjectures inspired by experimentation, algorithms and software for mathematical exploration, and related surveys.


Volume 18, Issue 1

Publication Date: 2009

Table of Contents, Experiment. Math., vol. 18, no. 1 (2009)

A Generalization of Siegel’s Theorem and Hall’s Conjecture

Graham Everest and Valéry Mahé; 1-10

Motivic Proof of a Character Formula for SL(2)

Clifton Cunningham and Julia Gordon; 11-44

Discrete Morse Functions from Fourier Transforms

Alexander Engström; 45-54

Frequencies of Successive Tuples of Frobenius Classes

Avner Ash, Brandon Bate and Robert Gross; 55-64

Jacobians of Genus-2 Curves with a Rational Point of Order 11

Nicolas Bernard,, Franck Leprévost and Michael Pohst; 65-70

Algorithms for Projectivity and Extremal Classes of a Smooth Toric Variety

Anna Scaramuzza; 71-84

Low-Degree Cohomology of Integral Specht Modules

Christian Weber; 85-96

Some Conjectures and Open Problems on Partition Hook Lengths

Guo-Niu Han; 97-106

Resolution of the Quinn–Rand–Strogatz Constant of Nonlinear Physics

D. H. Bailey, J. M. Borwein and R. E. Crandall; 107-116

Convergence Properties of Donaldson's $T$-Iterations on the Riemann Sphere

Morgan Sherman; 117-126

2009 © A K Peters, Ltd.