Some Finite Integrals Involving Generalised Hypergeometric Polynomials
Keywords: Hypergeometric Polymials
AbstractSome finite integrals involving generalized hypergeometric polymials have been evaluated by defining the polynomial in the form F/Subn(x)=x/Sup(m-1)/Supn p+m/Sup Fq [Delta(m,-n),a/Sub1,a/Sub2,...,a/Subp.,kx/c/Sub1,b/Sub2,...,b/Subq]where m and n are positive integers. Some particular cases have also been obtained with proper choice of parameters.
How to Cite
Shah, M. (2014). Some Finite Integrals Involving Generalised Hypergeometric Polynomials. Defence Science Journal, 21(4), 257-264. https://doi.org/10.14429/dsj.21.6287
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