Add to ORKGAbstract. We consider sums involving the product binomial coefficient and polynomial terms and develop some double integral identities. In particular cases it is possible to express the sums in closed form, recover some known results and produce new identities
We develop new identities, in terms of Zeta functions and double integral representations, for sums ...
We develop new identities, in terms of Zeta functions and double integral representations, for sums ...
In this paper we derive some identities of harmonic number sums with binomial coefficients, we also ...
We consider sums involving the product binomial coefficient and polynomial terms and develop some d...
We consider sums involving the product binomial coefficient and\ud polynomial terms and develop some...
We consider sums involving the product of reciprocal binomial coefficient and polynomial terms and d...
Abstract. We investigate the representation of double sums of binomial coefficients in integral form...
We consider sums involving the product of reciprocal binomial\ud coefficient and polynomial terms an...
We consider some finite binomial sums involving the\ud derivatives of the binomial coefficient and d...
[[abstract]]We investigate the integral representation of innite sums involving the reciprocals of d...
[[abstract]]We investigate the integral representation of innite sums involving the reciprocals of d...
We consider some finite binomial sums involving the derivatives of the binomial coefficient and dev...
We establish integral identities for sums involving binomial coefficients and\ud Harmonic numbers. U...
We investigate the representation of double sums of binomial coefficients in integral form using th...
We establish integral identities for sums involving binomial coefficients and Harmonic numbers. Usi...
We develop new identities, in terms of Zeta functions and double integral representations, for sums ...
We develop new identities, in terms of Zeta functions and double integral representations, for sums ...
In this paper we derive some identities of harmonic number sums with binomial coefficients, we also ...
We consider sums involving the product binomial coefficient and polynomial terms and develop some d...
We consider sums involving the product binomial coefficient and\ud polynomial terms and develop some...
We consider sums involving the product of reciprocal binomial coefficient and polynomial terms and d...
Abstract. We investigate the representation of double sums of binomial coefficients in integral form...
We consider sums involving the product of reciprocal binomial\ud coefficient and polynomial terms an...
We consider some finite binomial sums involving the\ud derivatives of the binomial coefficient and d...
[[abstract]]We investigate the integral representation of innite sums involving the reciprocals of d...
[[abstract]]We investigate the integral representation of innite sums involving the reciprocals of d...
We consider some finite binomial sums involving the derivatives of the binomial coefficient and dev...
We establish integral identities for sums involving binomial coefficients and\ud Harmonic numbers. U...
We investigate the representation of double sums of binomial coefficients in integral form using th...
We establish integral identities for sums involving binomial coefficients and Harmonic numbers. Usi...
We develop new identities, in terms of Zeta functions and double integral representations, for sums ...
We develop new identities, in terms of Zeta functions and double integral representations, for sums ...
In this paper we derive some identities of harmonic number sums with binomial coefficients, we also ...