Finite real multiple zeta values generate the whole space $Z$

preprint2014arXivOpen access

We prove that the $\mathbb{Q}$ -vector space generated by the multiple zeta values is generated by the finite real multiple zeta values introduced by Kaneko and Zagier.

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Finite real multiple zeta values generate the whole space $Z$

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Finite real multiple zeta values generate the whole space ZZZ

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Finite real multiple zeta values generate the whole space $Z$