- Mathematical Sciences and Applications E-Notes
- Volume:6 Issue:2
- H_A^(τ_1,τ_2,τ_3 ) A Srivastava Hypergeometric Function
H_A^(τ_1,τ_2,τ_3 ) A Srivastava Hypergeometric Function
Authors : Recep ŞAHİN, Oğuz YAĞCI
Pages : 1-9
View : 31 | Download : 7
Publication Date : 2018-10-31
Article Type : Research Paper
Abstract :Formulas and identities involving many well known special functions insert ignore into journalissuearticles values(such as the Gamma and Beta functions, Gauss hypergeometric function, and so on); play important roles in themselves and their diverse applications. In this paper, we will add τ1, τ2, τ3 parameters to the HA Srivastava hypergeometric function and we introduce new H τ1,τ2,τ3 A Srivastava’s triple τ -hypergeometric function. Then, we present some properties of the H τ1,τ2,τ3 A Srivastava’s triple τ -hypergeometric function In this paper, N, Z −, and C denote the sets of positive integers, negative integers, complex numbers, respectively. Also, N0 and Z represent the sets of positive integers and complex numbers by excluding origin, respectively. N0 := N ∪ {0} and Z − 0 := Z − ∪ {0} . The classical Gamma function Γinsert ignore into journalissuearticles values(x); is defined by [13, 16, 17, 19, 20Keywords : Srivastava hypergeometric funtion, integral representation, derivative formula
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