On a conjecture of Furusho over function fields

TL;DR

This paper proves a function field analogue of Furusho's conjecture concerning multiple zeta values, extending the understanding of these values in the context of function fields.

Contribution

It introduces and proves a function field version of Furusho's conjecture, a significant step in the study of multiple zeta values over function fields.

Findings

Established a function field analogue of Furusho's conjecture

Extended the theory of multiple zeta values to function fields

Provided new insights into the structure of multiple zeta values

Abstract

We state and prove a function field analogue of Furusho for multiple zeta values.