Abstract
Some 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.
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