%0 Journal Article
%T New Finite Integrals Involving Product of H-function and Srivastava Polynomial
%A Praveen Agarwal
%A Mehar Chand
%J Asian Journal of Mathematics & Statistics
%D 2012
%I Asian Network for Scientific Information
%X The aim of the present research is to study some new finite integrals. Here, first we obtain six new finite double integrals involving the product of the H-function and Srivastava polynomials. The values of the integral are obtained in terms of ¦·(z) (the logarithmic derivative of ¦£(z)). Next for all findings, we establish an interesting integral relation in terms of H-function. Present findings are the most general in nature and act as the key formulas from which we can obtain their special cases.
%K generalized wright hypergeometric function
%K logarithmic derivative of ¦£ (z)
%K function
%K general class of polynomials
%U http://docsdrive.com/pdfs/ansinet/ajms/2012/142-149.pdf