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Research Article

New Finite Integrals Involving Product of Modified Multivariable H-function

D
Dr. Rashmi Singh B.N.P.G. Girls College, Udaipur
K
Kamini Gour B.N.P.G. College, Udaipur
Volume 3, Issue 2 Pages 93-102 December 30, 2014 193 downloads
Article overview

Abstract

The aim ofthe present paper is to study some new finite integrals. We obtain two finite double integrals involving the product ofthe Modified Multivariable H-function and Srivastava Polynomials. The values ofthe integrals are obtained in tenns of‘Ψ(Z) (the logarithmic derivative of Γ(z)). We establish an interesting integral relation in tenns of Modified Multivariable H- function. Present finding are the most general in nature and act as the key fonnulas from which we can obtain their special cases.

Keywords and Phrases

Modified Multi-variable H-functiongeneral class of Polynomialsgeneralized Wright hypergeometric function logarithmic derivative of ?(z).
Reference information

How to Cite

Dr. Rashmi Singh, Kamini Gour (2014). New Finite Integrals Involving Product of Modified Multivariable H-function. Journal of Ramanujan Society of Mathematics and Mathematical Sciences, 3(2), 93-102.
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