Some theorem on Eulerian integrals of the multivariable H-function and their applications
Seminar Room 1, Newton Institute
AbstractThe main object of the present paper is to derive key formulas for the fractional integeration of the multivariable H-function. Each of the general Eulerian integeral formulas are shown to wield interesting new results for various families of generalized hypergeometric functions of several variables. some of these applications of the key formulas would provide potentially useful generalizations of known results in the theory of fractional calculus.
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