1 citations · 1 across the 2 of their papers we have counts for
4 papers
On generic double shuffle relations, localized multiple polylogarithms and algebraic functions
David Jarossay
We define subvarieties of equipped with algebraic functions that are solutions to the generic double shuffle equations satisfied by multiple polylogarithms on $…
-adic multiple -functions and cyclotomic multiple harmonic values
Hidekazu Furusho, David Jarossay
We show that the special values at tuples of positive integers of the -adic multiple -function introduced by the first-named author et al. can be expressed in terms of the cy…
-adic multiple zeta values at roots of unity and -adic pro-unipotent harmonic actions - IV-1 : -adic multiple zeta values at roots of unity extended to sequences of integers of any sign
David Jarossay
This work is a study of -adic multiple zeta values at roots of unity (MZV's), the -adic periods of the crystalline pro-unipotent fundamental groupoid of $(\mathbb{P…
An explicit theory of $π_{1}^{\un,\crys}(\mathbb{P}^{1} - \{0,μ_{N},\infty\})$ - V-1 : The Frobenius extended to $π_{1}^{\un,\DR}(\mathbb{P}^{1} - \{0,μ_{p^αN},\infty\})$
David Jarossay
Let a prime number. For all prime to , let be a finite field of characteristic containing a primitive -th root of unity. Let $X_{k_{…