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BERNOULLI NUMBERS AND GENERALIZED FACTORIAL SUMS

机译:Bernoulli数字和广义阶乘额度

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摘要

We prove a pair of identities expressing Bernoulli numbers and Bernoulli numbers of the second kind as sums of generalized falling factorials. These are derived from an expression for the Mahler coefficients of degenerate Bernoulli numbers. As corollaries several unusual identities and congruences are derived.
机译:我们证明了一对表达伯努利数量的身份和第二种类型的伯努利数量作为广义下降阶乘的总和。这些源自退化伯努利数的Mahler系数的表达式。作为推杆的若干不寻常的身份和同时来看。

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