On a certain extension of the Riemann-Liouville fractional derivative operator
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derivativeextensionfractionaloperatordefinedfunctionappellbeta
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The main aim of this present paper is to present a new extension of the fractional derivative operator by using the extension of Beta function recently defined by Shadab et al.[19]. Moreover, we establish some results related to the newly defined modified fractional derivative operator such as Mellin transform and relations to extended hypergeometric and Appell's function via generating functions.
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