Experimental Mathematics publishes formal results and conjectures inspired by experimentation, algorithms and software for mathematical exploration, and related surveys.
Volume 17, Issue 4
Publication Date: 2008
Table of Contents, Experiment. Math., vol. 17, no. 4 (2008)
When Can $(((X^2-P)^2-Q)^2-R)^2-S^2$ Split into Linear Factors?
Andrew Bremmer; 385-390
A Lower Bound for the Maximum Topological Entropy of $(4k+2)$-Cycles
Lluís Alsedà, David Juher and Deborah M. King; 391-408
Sequences of Enumerative Geometry: Congruences and Asymptotics, with an appendix by Don Zagier
Daniel B. Grünberg and Pieter Moree; 409-426
An Algorithm for Modular Elliptic Curves over Real Quadratic Fields
Lassina Dembélé; 427-438
On the Absolute Trace of Polynomials Having All Zeros in a Sector
V. Flammang; 443-450
Minimal Mahler Measures
Michael J. Mossinghoff, Georges Rhin and Qiang Wu; 451-458
Computing Central Values of Twisted $L$-Series: The Case of Composite Levels
Ariel Pacetti and Gonzalo Tornaría; 459-472
The 191 Orientable Octahedral Manifolds
Damian Heard, Ekaterina Pervova and Carlo Petronio; 473-486
Tangle Embeddings and Quandle Cocycle Invariants
Kheira Ameur, Mohamed Elhamdadi, Tom Rose, Masahico Saito and Chad Smudde; 487-498
Elimination for Coefficients of Special Characteristic Polynomials
W. Plesken and D. Robertz; 499-510
Experimental Mathematics
