DOIAbstract
AbstractThe analytic calculation of a generalization of the integral representation of the polylogarithmic functions is presented. As a consequence, several new series, most of them containing gamma and polygamma functions, are calculated
AbstractThe analytic calculation of a generalization of the integral representation of the polylogarithmic functions is presented. As a consequence, several new series, most of them containing gamma and polygamma functions, are calculated
Infinite integrals of the gamma and polygamma functions are expressed in terms of the Volterra and r...
Maximon has recently given an excellent summary of the properties of the Euler dilogarithm function ...
Maximon has recently given an excellent summary of the properties of the Euler dilogarithm function ...
We derive some series related to the polylogarithmic function, and we also give a new proof to the ...
We derive some series related to the polylogarithmic function, and we also give a new proof to the e...
AbstractThe analytic calculation of a generalization of the integral representation of the polylogar...
We use integral identities to establish a relationship with sums that include polygamma functions, ...
We use integral identities to establish a relationship with sums that\ud include polygamma functions...
We propose and develop yet another approach to the problem of summation of series involving the Riem...
We derive some series related to the polylogarithmic function, and we also give a new proof to the e...
We give an overview of the representation and many connections between integrals of products of poly...
Abstract. A remarkably large number of integral formulas have been investigated and developed. Certa...
Gauss in 1812, in his celebrated memoir on the hypergeometric series, presented a remarkable formula...
A new integral representation of the polylogarithm function from a probabilistic perspective
In the present paper, we have introduced a new subclass of analytic functions involving integral ope...
Infinite integrals of the gamma and polygamma functions are expressed in terms of the Volterra and r...
Maximon has recently given an excellent summary of the properties of the Euler dilogarithm function ...
Maximon has recently given an excellent summary of the properties of the Euler dilogarithm function ...
We derive some series related to the polylogarithmic function, and we also give a new proof to the ...
We derive some series related to the polylogarithmic function, and we also give a new proof to the e...
AbstractThe analytic calculation of a generalization of the integral representation of the polylogar...
We use integral identities to establish a relationship with sums that include polygamma functions, ...
We use integral identities to establish a relationship with sums that\ud include polygamma functions...
We propose and develop yet another approach to the problem of summation of series involving the Riem...
We derive some series related to the polylogarithmic function, and we also give a new proof to the e...
We give an overview of the representation and many connections between integrals of products of poly...
Abstract. A remarkably large number of integral formulas have been investigated and developed. Certa...
Gauss in 1812, in his celebrated memoir on the hypergeometric series, presented a remarkable formula...
A new integral representation of the polylogarithm function from a probabilistic perspective
In the present paper, we have introduced a new subclass of analytic functions involving integral ope...
Infinite integrals of the gamma and polygamma functions are expressed in terms of the Volterra and r...
Maximon has recently given an excellent summary of the properties of the Euler dilogarithm function ...
Maximon has recently given an excellent summary of the properties of the Euler dilogarithm function ...
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