On some elementary polynomial identites Involving q-trinomial coefficients

23.10.2018 15:15 - 16:45

Alexander Berkovich (University of Florida)

I will show how to use q-binomial theorem in order to prove some simple polynomial identites involving q-trinomial coefficients. Using Trinomial Analogue of Bailey Lemma on these identites yields the Capparelli partition theorem.
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.

Organiser:

M. Drmota

Location:

TU Wien, Dissertantenraum, Freihaus, Turm A, 8. OG., Wiedner Hauptstr. 8-10, 1040 Wien

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