AbstractWe evaluate the sums of certain classes of series involving the Riemann zeta function by using the theory of the double gamma function, which has recently been revived in the study of determinants of Laplacians. Relevant connections with various known results are also pointed out
In these few pages, we try to establish the sum to innity for some alternating series of term the ze...
Abstract. The present work is a sequel to the papers [3] and [4], and it aims at introducing and inv...
We find the sum of series of the form Sigma(infinity)(i=1) f(i)/i(r) for some special functions f. T...
AbstractThe authors apply the theory of the double gamma function, which was recently revived in the...
We evaluate sums of certain classes of new series involving the Riemann zeta function by using the t...
AbstractThe authors apply the theory of multiple Gamma functions, which was recently revived in the ...
AbstractWe evaluate the sums of certain classes of series involving the Riemann zeta function by usi...
We propose and develop yet another approach to the problem of summation of series involving the Riem...
In this thesis, we discuss methods of summation of series. We first concentrate on the Riemann zeta ...
In this paper, by using Fourier series theory, several summing formulae for Riemann Zeta function ζ(...
An attempt is made here to introduce and study a pair of double power series associated with the gen...
We study the spectral functions, and in particular the zeta function, associated to a class of seque...
Abstract. An attempt is made here to introduce and study a pair of double power series associated wi...
International audienceIn this article, we study a class of conditionally convergent alternating seri...
AbstractThe object of this paper is to identify the divided power series corresponding to the zeta m...
In these few pages, we try to establish the sum to innity for some alternating series of term the ze...
Abstract. The present work is a sequel to the papers [3] and [4], and it aims at introducing and inv...
We find the sum of series of the form Sigma(infinity)(i=1) f(i)/i(r) for some special functions f. T...
AbstractThe authors apply the theory of the double gamma function, which was recently revived in the...
We evaluate sums of certain classes of new series involving the Riemann zeta function by using the t...
AbstractThe authors apply the theory of multiple Gamma functions, which was recently revived in the ...
AbstractWe evaluate the sums of certain classes of series involving the Riemann zeta function by usi...
We propose and develop yet another approach to the problem of summation of series involving the Riem...
In this thesis, we discuss methods of summation of series. We first concentrate on the Riemann zeta ...
In this paper, by using Fourier series theory, several summing formulae for Riemann Zeta function ζ(...
An attempt is made here to introduce and study a pair of double power series associated with the gen...
We study the spectral functions, and in particular the zeta function, associated to a class of seque...
Abstract. An attempt is made here to introduce and study a pair of double power series associated wi...
International audienceIn this article, we study a class of conditionally convergent alternating seri...
AbstractThe object of this paper is to identify the divided power series corresponding to the zeta m...
In these few pages, we try to establish the sum to innity for some alternating series of term the ze...
Abstract. The present work is a sequel to the papers [3] and [4], and it aims at introducing and inv...
We find the sum of series of the form Sigma(infinity)(i=1) f(i)/i(r) for some special functions f. T...
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