Abstract
The development of identities of multivariable hypergeometric functions is further extended based upon the methods of the previous study (H. Exton, J. Phys. A29 (1996), 357‐363) these functions occur in various applications in the fields of physics and quantum chemistry.
Highlights
This study is a sequel to the work carried out by Exton [3] in which transformations of the Kamp de Friet functions of several variables, Karlsson [4], are obtained
The reader should consult these references for a detailed description of the applications of the type of function under consideration
The above notation is discussed at greater length in Exton [2] and [3], for example
Summary
HAROLD EXTON "Nyuggel", Lunabister, Dunrossness Shetland ZE2 9JH, United Kingdom (Received May, 1996; Revised October, 1996). The development of identities of multivariable hypergeometric functions is further extended based upon the methods of the previous study A29 (1996), 357-363) these functions occur in various applications in the fields of physics and quantum chemistry
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