Prodanov, D. Integral Representations and Algebraic Decompositions of the Fox-Wright Type of Special Functions. Fractal Fract2019, 3, 4.
Prodanov, D. Integral Representations and Algebraic Decompositions of the Fox-Wright Type of Special Functions. Fractal Fract 2019, 3, 4.
Prodanov, D. Integral Representations and Algebraic Decompositions of the Fox-Wright Type of Special Functions. Fractal Fract2019, 3, 4.
Prodanov, D. Integral Representations and Algebraic Decompositions of the Fox-Wright Type of Special Functions. Fractal Fract 2019, 3, 4.
Abstract
The manuscript surveys the special functions of the Fox-Wright type. These functions are generalizations of the hypergeometric functions. Notable representatives of the type are the Mittag-Leffler functions and the Wright function. The integral representations of such functions are given and the conditions under which these function can be represented by simpler functions are demonstrated. The connection with generalized fractional differential and integral operators is demonstrated and discussed.
Copyright:
This is an open access article distributed under the Creative Commons Attribution License which permits unrestricted use, distribution, and reproduction in any medium, provided the original work is properly cited.
Dimiter Prodanov