A simple proof of a generalization of the Chu-Vandermonde identity

Published 6 Dec 2010 in math.PR and math.CO | (1012.1243v1)

Abstract: We provide a simple proof of a generalization of the multivariate Chu-Vandermonde identity recently derived in Favaro et al. (2010a). Exploiting known results for rising factorials and fourth Lauricella polynomials we show resorting to Laplace-type integral representation of the fourth Lauricella function may be avoided.

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Authors (1)

Annalisa Cerquetti

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