Shuji Yamamoto
Published 2012-03-06Version 1
We define polynomials of one variable t whose values at t=0 and 1 are the multiple zeta values and the multiple zeta-star values, respectively. We give an application to the two-one conjecture of Ohno-Zudilin, and also prove the cyclic sum formula for these polynomials.
A cyclic analogue of multiple zeta values
Combinatorial remarks on the cyclic sum formula for multiple zeta values
The Bowman-Bradley theorem for multiple zeta-star values
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