1. On the work of Basil Gordon
- Author
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Krishnaswami Alladi, Ken Ono, George E. Andrews, and Richard J. McIntosh
- Subjects
Dyson's rank ,Partitions ,Mathematics::Number Theory ,Modular form ,Bender-Knuth conjecture ,Pfaffian ,Schur's theorem ,Ramanujan congruences ,01 natural sciences ,Theoretical Computer Science ,Göllnitz's theorem ,Combinatorics ,symbols.namesake ,Mock theta functions ,Discrete Mathematics and Combinatorics ,Partition (number theory) ,0101 mathematics ,Plane partitions ,Mathematics ,Galois representations ,010102 general mathematics ,Rogers–Ramanujan type identities ,Modular forms ,Congruence relation ,16. Peace & justice ,Galois module ,010101 applied mathematics ,Ramanujan theta function ,Maass forms ,Asymptotic expansions ,Computational Theory and Mathematics ,Methodofweightedwords ,symbols - Abstract
A review is given of several aspects of the work of Basil Gordon. These include: Rogers–Ramanujan identities, plane partitions, the method of weighted words, modular forms and partition congruences, and the asymptotics of partitions and related q-series.
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