On A_2-liftings of sum formulas and Bowman-Bradley type formulas for finite multiple zeta values
- November 22 (Thu) at 11:40 - 12:40, 2018 (JST)
- Shin-ichiro Seki (Tohoku University)
Both the sum formula and Bowman-Bradley's theorem for multiple zeta values are well known. Recently, Saito and Wakabayashi proved counterparts of these two formulas for A-finite multiple zeta values. In this talk, I will explain that A_2-liftings of some parts of Saito-Wakabayashi's results have simple forms using Seki-Bernoulli numbers. The first part of this talk is a joint work with Shuji Yamamoto. The second part is a joint work with Hideki Murahara and Tomokazu Onozuka.