Add to ORKGanalytic continuation and the asymptotic behaviour of multiple zeta-functions II Kohji Matsumoto The meromorphic continuation of generalized multiple zeta-functions, which has been shown under certain restrictions in the author’s former paper, is proved in a fairly general situation
After reviewing properties of analytic functions on the multicomplex number space ℂk (a commutative ...
The theory of generalized analytic continuation studies continuations of meromorphic functions in si...
In the present paper, we prove some generalizations of the sum formula for multiple zeta values by u...
my supervisor in my graduate course days, on the occasion of his sixtieth birthday 1
36 pagesInternational audienceWe prove the holomorphic continuation of certain multi-variable multip...
36 pagesInternational audienceWe prove the holomorphic continuation of certain multi-variable multip...
36 pagesInternational audienceWe prove the holomorphic continuation of certain multi-variable multip...
36 pagesInternational audienceWe prove the holomorphic continuation of certain multi-variable multip...
problems on mean values and the universality of zeta and multiple zeta-functions Kohji Matsumoto Her...
We consider a certain multiple Dirichlet series that is a generalization of that introduced by Masri...
Abstract. This paper deals with a multiple version of zeta- and L-functions both in the complex case...
The theory of generalized analytic continuation studies continuations of meromorphic functions in si...
AbstractWe define the number field analog of the zeta function of d-complex variables studied by Zag...
After reviewing properties of analytic functions on the multicomplex number space (a commutative gen...
After reviewing properties of analytic functions on the multicomplex number space ℂk (a commutative ...
After reviewing properties of analytic functions on the multicomplex number space ℂk (a commutative ...
The theory of generalized analytic continuation studies continuations of meromorphic functions in si...
In the present paper, we prove some generalizations of the sum formula for multiple zeta values by u...
my supervisor in my graduate course days, on the occasion of his sixtieth birthday 1
36 pagesInternational audienceWe prove the holomorphic continuation of certain multi-variable multip...
36 pagesInternational audienceWe prove the holomorphic continuation of certain multi-variable multip...
36 pagesInternational audienceWe prove the holomorphic continuation of certain multi-variable multip...
36 pagesInternational audienceWe prove the holomorphic continuation of certain multi-variable multip...
problems on mean values and the universality of zeta and multiple zeta-functions Kohji Matsumoto Her...
We consider a certain multiple Dirichlet series that is a generalization of that introduced by Masri...
Abstract. This paper deals with a multiple version of zeta- and L-functions both in the complex case...
The theory of generalized analytic continuation studies continuations of meromorphic functions in si...
AbstractWe define the number field analog of the zeta function of d-complex variables studied by Zag...
After reviewing properties of analytic functions on the multicomplex number space (a commutative gen...
After reviewing properties of analytic functions on the multicomplex number space ℂk (a commutative ...
After reviewing properties of analytic functions on the multicomplex number space ℂk (a commutative ...
The theory of generalized analytic continuation studies continuations of meromorphic functions in si...
In the present paper, we prove some generalizations of the sum formula for multiple zeta values by u...