Generalized special functions defined by Wright function
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Abstract (EN)
In this study, new generalizations of gamma and beta functions are defined with the help of Wright function and then, new generalizations of Gauss and confluent hypergeometric functions are also given by using the generalized beta function. Furthermore, for these generalized functions the integral representations, Mellin transformations, derivative formulas, transformation formulas and recurrence relations are obtained.
Author
Enes Ata
How to Cite
Enes Ata (Master Thesis). Generalized special functions defined by Wright function, 2018, Kırşehir Ahi Evran University.
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