Fractional Calculus and Its Applications Involving Certain Classes of Functional Relations
An interesting functional relation between Fox's H‐function and the Digamma function ψ(z) was derived recently by applying the Riemann‐Liouville fractional differintegral operator of (real or complex) order µ The object of this paper is to present much simpler alternative derivations of substantially more general classes of functional relations without using fractional calculus. Some relevant historical details are also provided.
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Document Type: Research Article
Publication date: July 1, 1993