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Selberg's integral and linear forms in zeta values
Authors:Tanguy Rivoal
Institution:

Laboratoire de Mathématiques Nicolas Oresme, CNRS UMR 6139, Université de Caen BP 5186, 14032, Caen cedex, France

Abstract:Using Selberg's integral, we present some new Euler-type integral representations of certain nearly poised hypergeometric series. These integrals are also shown to produce linear forms in odd and/or even zeta values that generalize previous work of the author.
Keywords:Selberg's integral  Zeta function
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