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Sills, Andrew V. - Department of Mathematics, Rutgers University
A Partition Bijection Related to the Rogers-Selberg Identities and
January 19, 2007 16:0 WSPC/INSTRUCTION FILE RRSfinal International Journal of Number Theory
On Series Expansions of Capparelli's Infinite Product
A Combinatorial Proof of a Partition Identity of Andrews and Stanley
q-Difference Equations and Identities of the Rogers-Ramanujan-Bailey Type
On Simplifications of Certain q-Multisums Andrew V. Sills
On Series Expansions of Capparelli's Infinite Product
RRtools--a Maple package for aiding the discovery and proof of finite
Preprint Submitted to THE RAMANUJAN JOURNAL, , 128 (2004) c 2004 Kluwer Academic Publishers, Boston. Manufactured in The Netherlands.
q-Pell Sequences and Two Identities of V. A. Lebesgue
Disturbing the Dyson Conjecture, in a Generally GOOD Way
Identities of the Rogers-Ramanujan-Bailey Type
Disturbing the Dyson Conjecture (in a GOOD Way)
