[[abstract]]The main object of the present paper is to derive various classes of double-series identities and to show how these general results would apply to yield some (known or new) reduction formulas for the Appell, Kampé de Fériet, and Lauricella hypergeometric functions of several variables. A number of closely-related linear generating functions for the classical Jacobi polynomials are also investigated.[[notice]]補正完畢[[journaltype]]國
The generalized hypergeometric function $_qF_p$ is a power series in which the ratio of successive t...
Due to the great success of hypergeometric functions of one variable, a number of hypergeometric fun...
AbstractA number of new transformation formulas for double hypergeometric series are presented. The ...
AbstractThe main object of the present paper is to derive various classes of double-series identitie...
AbstractThis paper deals with a transformation of general hypergeometric series of four variables in...
AbstractThis paper deals with a transformation of general hypergeometric series of four variables in...
[[abstract]]The authors investigate several families of double-series identities as well as their (k...
AbstractBy means of formal power series method and series rearrangement technique, the authors inves...
We find some new simple hypergeometric formulas in the footsteps of the important article by Gessel ...
[[abstract]]The main object of the present work is to investigate several families of double-series ...
We find some new simple hypergeometric formulas in the footsteps of the important article by Gessel ...
We find some new simple hypergeometric formulas in the footsteps of the important article by Gessel ...
We find some new simple hypergeometric formulas in the footsteps of the important article by Gessel ...
AbstractThe main object of the present work is to investigate several families of double-series iden...
AbstractThe authors investigate several families of double-series identities as well as their (known...
The generalized hypergeometric function $_qF_p$ is a power series in which the ratio of successive t...
Due to the great success of hypergeometric functions of one variable, a number of hypergeometric fun...
AbstractA number of new transformation formulas for double hypergeometric series are presented. The ...
AbstractThe main object of the present paper is to derive various classes of double-series identitie...
AbstractThis paper deals with a transformation of general hypergeometric series of four variables in...
AbstractThis paper deals with a transformation of general hypergeometric series of four variables in...
[[abstract]]The authors investigate several families of double-series identities as well as their (k...
AbstractBy means of formal power series method and series rearrangement technique, the authors inves...
We find some new simple hypergeometric formulas in the footsteps of the important article by Gessel ...
[[abstract]]The main object of the present work is to investigate several families of double-series ...
We find some new simple hypergeometric formulas in the footsteps of the important article by Gessel ...
We find some new simple hypergeometric formulas in the footsteps of the important article by Gessel ...
We find some new simple hypergeometric formulas in the footsteps of the important article by Gessel ...
AbstractThe main object of the present work is to investigate several families of double-series iden...
AbstractThe authors investigate several families of double-series identities as well as their (known...
The generalized hypergeometric function $_qF_p$ is a power series in which the ratio of successive t...
Due to the great success of hypergeometric functions of one variable, a number of hypergeometric fun...
AbstractA number of new transformation formulas for double hypergeometric series are presented. The ...