Explicit evaluations of extended Euler sums

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Title:	Explicit evaluations of extended Euler sums
Authors:	Chen, Kwang-Wu;陳光武;Eie, Minking
Date:	2005
Issue Date:	2016-04-28 15:29:19 (UTC+8)
Abstract:	Zeta function; Bernoulli polynomial; Euler sum
Relation:	In this paper, we consider two types of extended Euler sums: View the MathML source Turn MathJax on where ⌊x⌋ is the largest integer ⩽x. In particular, View the MathML source are classical Euler sums. We develop a systematic method to evaluate these extended Euler sums as well as their corresponding alternating sums when the weight p+q is odd.
Appears in Collections:	[Department of Mathematic and Computer Science Education] Periodical Articles

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