ANOTHER METHOD FOR A KUMMER-TYPE TRANSFORMATION FOR THE GENERALIZED HYPERGEOMETRIC FUNTION <sub>2</sub>F<sub>2</sub> DUE TO PARIS

RATHIE, ARJUN K.;KIM, YONG SUP;

Honam Mathematical Journal (호남수학학술지)

Volume 28 Issue 2
/
Pages.221-224
/
2006
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1225-293X(pISSN)
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2288-6176(eISSN)

The Honam Mathematical Society (호남수학회)

ANOTHER METHOD FOR A KUMMER-TYPE TRANSFORMATION FOR THE GENERALIZED HYPERGEOMETRIC FUNTION ₂F₂ DUE TO PARIS

RATHIE, ARJUN K. (Department of Mathematics Govt. College Sujangarh Distt) ;
KIM, YONG SUP (Department of Mathematics Wonkwang University)

Received : 2005.01.16
Published : 2006.06.30

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Abstract

A Kummer-type transformation formula for the generalized hypergeometric function $_2F_2$ deduced by Exton, rederived in two simple and transparent ways by Miller and generalized by Paris, is again derived by another method.

Honam Mathematical Journal (호남수학학술지)

ANOTHER METHOD FOR A KUMMER-TYPE TRANSFORMATION FOR THE GENERALIZED HYPERGEOMETRIC FUNTION 2F2 DUE TO PARIS

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ANOTHER METHOD FOR A KUMMER-TYPE TRANSFORMATION FOR THE GENERALIZED HYPERGEOMETRIC FUNTION ₂F₂ DUE TO PARIS