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Identities for generalized fractional integral operators associated with products of analogues to Dirichlet averages and special functions

H Kumar, M.A Pathan, S Kumari

Abstract


In this present work an attempt has been made to define two generalized fractional integral operators associated with products of analogues to Dirichlet averages and special functions. Discussions on the different aspects of the obtained results have been followed by utilization in finding out the images of multivariate function involving multivariate G-function. We make their applications in statistics also.

Keywords: Analogues to Dirichlet averages, generalized fractional integral operators, identities, multivariable G-function, special functions



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