## A comparative study on generating function relations for generalized hypergeometric functions via generalized fractional operators

- AyÅŸegÃ¼l Ã‡etinkaya, Ä°. Onur KÄ±ymaz, Praveen Agarwal, Ravi Agarwal
- 2018

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@article{Srivastava2012ACO, title={A Class of Extended Fractional Derivative Operators and Associated Generating Relations Involving Hypergeometric Functions}, author={Hari M. Srivastava and Rakesh K. Parmar and Purnima Chopra}, journal={Axioms}, year={2012}, volume={1}, pages={238-258} }

- Published 2012 in Axioms
DOI:10.3390/axioms1030238

Recently, an extended operator of fractional derivative related to a generalized Beta function was used in order to obtain some generating relations involving the extended hypergeometric functions [1]. The main object of this paper is to present a further generalization of the extended fractional derivative operator and apply the generalized extended fractional derivative operator to derive linear and bilinear generating relations for the generalized extended Gauss, Appell and Lauricellaâ€¦Â CONTINUE READING