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Tapas in Experimental Mathematics
About this Title
Tewodros Amdeberhan and Victor H. Moll, Editors
Publication: Contemporary Mathematics
Publication Year:
2008; Volume 457
ISBNs: 978-0-8218-4317-8 (print); 978-0-8218-8136-1 (online)
DOI: https://doi.org/10.1090/conm/457
MathSciNet review: 2441299
Table of Contents
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Front/Back Matter
Articles
- Arvind Ayyer and Doron Zeilberger – Two dimensional directed lattice walks with boundaries [MR 2427662]
- David H. Bailey and Jonathan M. Borwein – Computer-assisted discovery and proof [MR 2427663]
- Curtis D. Bennett and Edward Mosteig – On the collection of integers that index the fixed points of maps on the space of rational functions [MR 2427664]
- Bruce C. Berndt, O-Yeat Chan, Sung-Geun Lim and Alexandru Zaharescu – Questionable claims found in Ramanujan’s lost notebook [MR 2427665]
- Robert P. Boyer and William M. Y. Goh – Partition polynomials: asymptotics and zeros [MR 2427666]
- David M. Bradley – Hypergeometric functions related to series acceleration formulas [MR 2427667]
- Marc Chamberland – Using integer relations algorithms for finding relationships among functions [MR 2427668]
- Mark W. Coffey – Conjecturing the optimal order of the components of the Li/Keiper constants [MR 2427669]
- Scott Crass – An experimental approach to equation-solving: symmetry and dynamics [MR 2427670]
- Eva Curry – Multidimensional radix representations and hot spot theorem [MR 2427671]
- Diego Dominici – Some properties of the inverse error function [MR 2427672]
- M. Lawrence Glasser and Dante Manna – On the Laplace transform of the psi function [MR 2427673]
- Manuel Kauers – Computer algebra for special function inequalities [MR 2427674]
- Michael J. Mossinghoff – An isodiametric problem for equilateral polygons [MR 2427675]
- Olivier Oloa – Some Euler-type integrals and a new rational series for Euler’s constant [MR 2427676]
- Andrew V. Sills – Disturbing the $q$-Dyson conjecture [MR 2427677]
- Jonathan Sondow and Kyle Schalm – Which partial sums of the Taylor series for $e$ are convergents to $e$? (and a link to the primes 2, 5, 13, 37, 463) [MR 2427678]
- Doron Zeilberger – Symbol-crunching with the gambler’s ruin problem [MR 2427679]