Multiple harmonic values and adjoint multiple zeta values

David Jarossay

26-Jan-2021, 08:00-08:30 (3 years ago)

Abstract: Multiple harmonic values are adelic lifts of finite multiple zeta values. Adjoint multiple zeta values are certain polynomials of multiple zeta values. These two notions arise naturally from the computation of p-adic multiple zeta values. We will explain some properties of these objects and a combination of two different period conjectures to describe the properties of multiple harmonic values.

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
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