A. Shehata

activity

20212025

most citedOn Bibasic Humbert hypergeometric function

Φ_{1}

2 citations · 3 across the 13 of their papers we have counts for

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math.CA2024

Study of dynamical symmetrietry algebra of $Ψ_{2}$ -Humbert function

Ayman Shehata, Dinesh Kumar

The study is devoted to the construction of dynamical symmetry algebra of confluent hypergeometric function $_{1} F_{1}$ and $Ψ_{2}$ -Humbert function and to derive some generating relatio…

math.GM2024

An extended version of the $_{r + 1} R_{s, k} (B, C, z)$ matrix function

Ayman Shehata

Recently, Shehata et al. [37] introduced the $_{r + 1} R_{s, k} (B, C, z)$ matrix function and established some properties. The aim of this study established to devote and derive certain…

math.GM2024

New Modified Gamma and Beta Functions

S Mubeen, I. Aslam, Ghazi S. Khammash +2

This note introduces a new range of modified gamma and beta $k$ functions. The authors present new modified gamma and beta $k$ -functions, first and second summation relations, vari…

math.GM2024

Some generalized inequalities involving extended beta and gamma functions for several variables

S. Mubeen, I. Aslam, Ghazi S. Khammash +2

Recently, extensions of gamma and beta functions have been studied by many researchers due to their nice properties and variety of applications in different fields of science. The…

Study of dynamical symmetrietry algebra of Ψ2​-Humbert function

An extended version of the r+1​Rs,k​(B,C,z) matrix function

New Modified Gamma and Beta Functions

Some generalized inequalities involving extended beta and gamma functions for several variables

Study of dynamical symmetrietry algebra of $Ψ_{2}$ -Humbert function

An extended version of the $_{r + 1} R_{s, k} (B, C, z)$ matrix function