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.