International audienceWe study some classical identities for multiple zeta values and show that they still hold for zeta functions built from an arbitrary sequence of nonzero complex numbers. We introduce the complementary zeta function of a system, which naturally occurs when lifting identities for multiple zeta values to identities for quasisymmetric functions
We prove three theorems on finite real multiple zeta values: the symmetric formula, the sum formula ...
We introduce a q-analog of the multiple harmonic series commonly referred to as multiple zeta values...
Multiple zeta values (MZVs, also called Euler sums or multiple harmonic series) are nested generaliz...
International audienceWe study some classical identities for multiple zeta values and show that they...
publisherOHNO, Yasuo[Abstract] Multiple zeta values are known to be related to many objects, for exa...
Abstract. A generating function for specified sums of multiple zeta values is defined and a differen...
"Various aspects of multiple zeta values". July 23～26, 2013. edited by Kentaro Ihara. The papers pre...
AbstractWe establish a new class of relations, which we call the cyclic sum identities, among the mu...
Duality relations are deduced for tails of multiple-zeta values using elementary methods. These form...
Multiple zeta values (MZVs, also called Euler sums or multiple harmonic series) are nested generaliz...
AbstractWe discuss an algebraic connection between two kinds of multiple zeta values or their q-anal...
Abstract In this paper, we shall define the renormalization of the multiple q-zeta values (MqZV) whi...
[Abstract] Multiple zeta values are known to be related to many objects, for example, hypergeometric...
We introduce a new type of multiple zeta function, which we call a bilateral zeta function. We prove...
"Various aspects of multiple zeta values". July 23～26, 2013. edited by Kentaro Ihara. The papers pre...
We prove three theorems on finite real multiple zeta values: the symmetric formula, the sum formula ...
We introduce a q-analog of the multiple harmonic series commonly referred to as multiple zeta values...
Multiple zeta values (MZVs, also called Euler sums or multiple harmonic series) are nested generaliz...
International audienceWe study some classical identities for multiple zeta values and show that they...
publisherOHNO, Yasuo[Abstract] Multiple zeta values are known to be related to many objects, for exa...
Abstract. A generating function for specified sums of multiple zeta values is defined and a differen...
"Various aspects of multiple zeta values". July 23～26, 2013. edited by Kentaro Ihara. The papers pre...
AbstractWe establish a new class of relations, which we call the cyclic sum identities, among the mu...
Duality relations are deduced for tails of multiple-zeta values using elementary methods. These form...
Multiple zeta values (MZVs, also called Euler sums or multiple harmonic series) are nested generaliz...
AbstractWe discuss an algebraic connection between two kinds of multiple zeta values or their q-anal...
Abstract In this paper, we shall define the renormalization of the multiple q-zeta values (MqZV) whi...
[Abstract] Multiple zeta values are known to be related to many objects, for example, hypergeometric...
We introduce a new type of multiple zeta function, which we call a bilateral zeta function. We prove...
"Various aspects of multiple zeta values". July 23～26, 2013. edited by Kentaro Ihara. The papers pre...
We prove three theorems on finite real multiple zeta values: the symmetric formula, the sum formula ...
We introduce a q-analog of the multiple harmonic series commonly referred to as multiple zeta values...
Multiple zeta values (MZVs, also called Euler sums or multiple harmonic series) are nested generaliz...
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