A relation for a class of Racah polynomials

Published 22 Dec 2014 in math.CO and math.CA | (1412.7115v1)

Abstract: In this paper we derive a relation for a class of Racah polynomials that appear in a conjecture of Kresch and Tamvakis. The relation follows from an inversion formula for a transformation of a discrete sequence of complex numbers ${ x_n }_{n=0}^{\infty}$. As a result of our inversion formula, we also obtain other combinatorial identities.

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Authors (1)

Ilia D. Mishev

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