Add to ORKGarticle en révisionInternational audienceWe study the behavior of partially twisted multiple zeta-functions. We give new closed andexplicit formulas for special values at non-positive integer points of such zeta-functions. Ourmethod is based on a result of M. de Crisenoy on the fully twisted case and the Mellin-Barnesintegral formula
AbstractLet K be an abelian extension of a totally real number field k, K+ its maximal real subfield...
According to the author, ``the purpose of this article is neither to prove new results nor to give a...
Twisted A-harmonic sums are partial sums of a class of zeta values introduced by the first author. W...
article en révisionInternational audienceWe study the behavior of partially twisted multiple zeta-fu...
International audienceWe give new closed and explicit formulas for “Multiple zeta values” at non-pos...
We consider a generalization of elliptic multiple zeta values, which we call twisted elliptic multip...
Abstract. This paper deals with a multiple version of zeta- and L-functions both in the complex case...
ABSTRACT. We give a review of the proof of double shuffle rela-tions for p–adic multiple zeta values...
International audienceWe give a new and very concise proof of the existence of a holomorphic continu...
We give a new and very concise proof of the existence of a holomorphic continuation for a large clas...
"Algebraic Number Theory and Related Topics 2017". December 4-8, 2017. edited by Hiroshi Tsunogai, T...
"Various aspects of multiple zeta values". July 23～26, 2013. edited by Kentaro Ihara. The papers pre...
International audienceWe study some classical identities for multiple zeta values and show that they...
textIn this paper, the methods of D. Zagier, J. Borwein, and R. Girgensohn for proving evaluations ...
International audienceWe propose a " twisted " variation of zeta functions introduced by David Goss ...
AbstractLet K be an abelian extension of a totally real number field k, K+ its maximal real subfield...
According to the author, ``the purpose of this article is neither to prove new results nor to give a...
Twisted A-harmonic sums are partial sums of a class of zeta values introduced by the first author. W...
article en révisionInternational audienceWe study the behavior of partially twisted multiple zeta-fu...
International audienceWe give new closed and explicit formulas for “Multiple zeta values” at non-pos...
We consider a generalization of elliptic multiple zeta values, which we call twisted elliptic multip...
Abstract. This paper deals with a multiple version of zeta- and L-functions both in the complex case...
ABSTRACT. We give a review of the proof of double shuffle rela-tions for p–adic multiple zeta values...
International audienceWe give a new and very concise proof of the existence of a holomorphic continu...
We give a new and very concise proof of the existence of a holomorphic continuation for a large clas...
"Algebraic Number Theory and Related Topics 2017". December 4-8, 2017. edited by Hiroshi Tsunogai, T...
"Various aspects of multiple zeta values". July 23～26, 2013. edited by Kentaro Ihara. The papers pre...
International audienceWe study some classical identities for multiple zeta values and show that they...
textIn this paper, the methods of D. Zagier, J. Borwein, and R. Girgensohn for proving evaluations ...
International audienceWe propose a " twisted " variation of zeta functions introduced by David Goss ...
AbstractLet K be an abelian extension of a totally real number field k, K+ its maximal real subfield...
According to the author, ``the purpose of this article is neither to prove new results nor to give a...
Twisted A-harmonic sums are partial sums of a class of zeta values introduced by the first author. W...