Shin-ichiro Seki
Published 2024-02-28, updated 2024-06-26Version 2
We present a new proof of the extended double shuffle relation for multiple zeta values which notably does not rely on the use of integrals. This proof is based on a formula recently obtained by Maesaka, Watanabe, and the author.
Comments: 8 pages, to appear in Kyushu Journal of Mathematics
Harmonic-Number Summation Identities, Symmetric Functions, and Multiple Zeta Values
Weighted sums with two parameters of multiple zeta values and their formulas
Iterated integrals on $\mathbb{P}^{1}\setminus\{0,1,\infty,z\}$ and a class of relations among multiple zeta values
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