Speaker: Alexander Berkovich

Title: On some elementary polynomial identities Involving q-trinomial coefficients

Date/Time: November 8, 2018 / 11:40 - 12:30

Place: FENS 2019            

Abstract: I will show how to use q- binomial theorem in order to prove some simple polynomial identities involving q-trinomial coefficients. Using Trinomial Analogue of Bailey Lemma on these identities yields the Capparelli partition theorems. I conclude with a display of new infinite hierarchy of multisum = product identities involving bases q,q^2,q^6 . This talk is based on my recent joint work with Ali K. Uncu.

Contact: Michel Lavrauw