EXPANSIONS OF KAMPE DE FERIET'S DOUBLE HYPERGEOMETRIC FUNCTION OF HIGHER ORDER

Abstract

Expansions of Kampe de Feriet's double hypergeometric function of higher order (i.e. with more parameters) in two variables are obtained. By specializing the number of the parameters in this function, new and known expansions of the four double hypergeometric functions of two variables are deduced.

Identifiers

DOI

10.21236/ad0623745

Citations and references