On relations among v-adic multiple zeta values over function fields
Yoshinori Mishiba (University of the Ryukyus)
Abstract: Let v be a finite place of the rational function field over a finite field. The v-adic multiple zeta values (MZV's) are v-adic analogues of Thakur's infinity-adic MZV's. In this talk, we will discuss linear/algebraic relations among them. In particular, we show that the v-adic MZV's satisfy the same algebraic relations that their corresponding infinity-adic MZV's satisfy. We will also discuss a dimension conjecture and candidates of generators for v-adic MZV's. This is an ongoing joint work with Chieh-Yu Chang and Yen-Tsung Chen.
number theory
Audience: researchers in the topic
Japan Europe Number Theory Exchange Seminar
Series comments: The purpose of the Japan Europe Number Theory Exchange Seminar is to give a opportunity for researchers in Japan and Europe to exchange their research projects by giving short talks (30 min). The target audience are researchers of any level in the area of number theory.
Start for Fall 2021: 26th October
Organizers: | Henrik Bachmann*, Nils Matthes |
*contact for this listing |