Combinatorial interpretation of the Berkovich-Warnaar identity
for Rogers-Szego polynomials

When/Where:

November 3, 2015, 3:00 — 3:50pm at LIT 368.

Abstract:

I will show that (2004)  Berkovich-Warnaar identity for Rogers-Szego polynomials  can be proven by means of the Sylvester map:  partitions into odd parts maps to  partitions into distinct parts.
This talk is basted on  joint work with Ali Uncu.