We establish a new identity for generalized hypergeometric functions and apply it for first- and second-kind Gauss summation formulas to obtain some new summation formulas. The presented identity indeed extends some results of the recent published paper (Some summation theorems for generalized hypergeometric functions, Axioms, 7 (2018), Article 38)
AbstractA consideration of odd and even terms of hypergeometric series of higher order leads to new ...
AbstractA generalization of the Gauss hypergeometric function to t variables is given, and the Euler...
In the theory of hypergeometric series, classical summation theorems such as those of Gauss, Gauss s...
AbstractThe elementary manipulation of series is applied to obtain a quite general transformation in...
Essentially, whenever a generalized hypergeometric series can be summed in terms of gamma functions,...
Essentially, whenever a generalized hypergeometric series can be summed in terms of gamma functions,...
AbstractThe elementary manipulation of series is applied to obtain a quite general transformation in...
The aim of this research paper is to establish a quite general transformation involving the generali...
Abstract. The aim of this paper is to provide two interesting sum-mation formulae with the argument ...
AbstractA general transformation involving generalized hypergeometric functions has been recently fo...
In this note, we aim to establish Pδ-transforms of ₂F₂ generalized hypergeometric functions in terms...
In this paper, we establish a new hypergeometric transformation involving Gauss function using fract...
AbstractA general result involving the generalized hypergeometric function is deduced by the element...
The aim of this research paper is to provide some new formulas for the generalized hypergeometric se...
Srivastava Hari Mohan, Daoust Martha C. Some infinite summation formulas involving generalized hyper...
AbstractA consideration of odd and even terms of hypergeometric series of higher order leads to new ...
AbstractA generalization of the Gauss hypergeometric function to t variables is given, and the Euler...
In the theory of hypergeometric series, classical summation theorems such as those of Gauss, Gauss s...
AbstractThe elementary manipulation of series is applied to obtain a quite general transformation in...
Essentially, whenever a generalized hypergeometric series can be summed in terms of gamma functions,...
Essentially, whenever a generalized hypergeometric series can be summed in terms of gamma functions,...
AbstractThe elementary manipulation of series is applied to obtain a quite general transformation in...
The aim of this research paper is to establish a quite general transformation involving the generali...
Abstract. The aim of this paper is to provide two interesting sum-mation formulae with the argument ...
AbstractA general transformation involving generalized hypergeometric functions has been recently fo...
In this note, we aim to establish Pδ-transforms of ₂F₂ generalized hypergeometric functions in terms...
In this paper, we establish a new hypergeometric transformation involving Gauss function using fract...
AbstractA general result involving the generalized hypergeometric function is deduced by the element...
The aim of this research paper is to provide some new formulas for the generalized hypergeometric se...
Srivastava Hari Mohan, Daoust Martha C. Some infinite summation formulas involving generalized hyper...
AbstractA consideration of odd and even terms of hypergeometric series of higher order leads to new ...
AbstractA generalization of the Gauss hypergeometric function to t variables is given, and the Euler...
In the theory of hypergeometric series, classical summation theorems such as those of Gauss, Gauss s...
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