Add to ORKGIn this paper, by using Fourier series theory, several summing formulae for Riemann Zeta function ζ(s) and Dirichlet series are deduced
In this short note, we apply L-Summing Method on some 3-dimensional\ud multiplication tables to yiel...
Many interesting solutions of the so-called Basler problem of evaluating the Riemann zeta function ζ...
International audienceIn this article, we study a class of conditionally convergent alternating seri...
A new method for continuing the usual Dirichlet series that defines the Riemann zeta functio...
In this thesis, we discuss methods of summation of series. We first concentrate on the Riemann zeta ...
We use methods of real analysis to continue the Riemann zeta function ζ(s)ζ(s) to all complex ss, an...
Using formulas of G. Hardy and S. Ramanujan we give several integral formulas for the Riemann zeta f...
In this paper, some new results are reported for the study of Riemann zeta function ζ(s) in the crit...
We propose and develop yet another approach to the problem of summation of series involving the Riem...
AbstractThis letter deals with rapidly converging series representations of the Riemann Zeta functio...
AbstractWe evaluate the sums of certain classes of series involving the Riemann zeta function by usi...
In this note we present an elementary method of determining values of the zeta function ()zζ for 0, ...
Abstract: Fourier series for Euler polynomials is used to obtain information about values of the Rie...
A large literature exists relating Riemann’s zeta function ζ(s)=∑k=1 ∞ 1/ks,R(s)>1, and partial s...
. We provide a compendium of evaluation methods for the Riemann zeta function, presenting formulae r...
In this short note, we apply L-Summing Method on some 3-dimensional\ud multiplication tables to yiel...
Many interesting solutions of the so-called Basler problem of evaluating the Riemann zeta function ζ...
International audienceIn this article, we study a class of conditionally convergent alternating seri...
A new method for continuing the usual Dirichlet series that defines the Riemann zeta functio...
In this thesis, we discuss methods of summation of series. We first concentrate on the Riemann zeta ...
We use methods of real analysis to continue the Riemann zeta function ζ(s)ζ(s) to all complex ss, an...
Using formulas of G. Hardy and S. Ramanujan we give several integral formulas for the Riemann zeta f...
In this paper, some new results are reported for the study of Riemann zeta function ζ(s) in the crit...
We propose and develop yet another approach to the problem of summation of series involving the Riem...
AbstractThis letter deals with rapidly converging series representations of the Riemann Zeta functio...
AbstractWe evaluate the sums of certain classes of series involving the Riemann zeta function by usi...
In this note we present an elementary method of determining values of the zeta function ()zζ for 0, ...
Abstract: Fourier series for Euler polynomials is used to obtain information about values of the Rie...
A large literature exists relating Riemann’s zeta function ζ(s)=∑k=1 ∞ 1/ks,R(s)>1, and partial s...
. We provide a compendium of evaluation methods for the Riemann zeta function, presenting formulae r...
In this short note, we apply L-Summing Method on some 3-dimensional\ud multiplication tables to yiel...
Many interesting solutions of the so-called Basler problem of evaluating the Riemann zeta function ζ...
International audienceIn this article, we study a class of conditionally convergent alternating seri...