The values of an Euler sum at negative integers and relation to a convolution of Bernoulli numbers

Details The values of an Euler sum at negative integers and relation to a convolution of Bernoulli numbers The values of an Euler sum at negative integers and relation to a convolution of Bernoulli numbers

2007-10-05

arxiv.org/abs/0710.1127v1

Mathematics

Classical Analysis and ODEs

Scientific paper

We study a special Dirichlet series studied before by Apostol and Matsuoka
and specify its values at negative integers. These values are related to a
certain convolution of Bernoulli numbers

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