AN INTEGRAL INVOLVING G-FUNCTION OF TWO VARIABLES

Vinay Kumar Shukla
Page No: 79-84
DOI: 10.86493/VEREDAS.2022/V12I12/07
Download PDFAbstract:
Kandu [8], Agarwal [2], Gupta [7], Chitra [4], Agarwal [1], Gaunt [6], Ayant [3] and several other authors have evaluated some finite, infinite and double integrals involving the generalized hypergeometric functions. Looking importance and usefulness of integral in various fields, in this paper we have establish a new integral involving G-Function of two variables, which will be helpful in the study of boundary value problems, expansion formula, Fourier series, statistical distribution, probability and integral equation.

Citations

APA: Vinay Kumar Shukla (2025). AN INTEGRAL INVOLVING G-FUNCTION OF TWO VARIABLES. DOI: 10.86493/VEREDAS.2022/V12I12/07

AMA: Vinay Kumar Shukla. AN INTEGRAL INVOLVING G-FUNCTION OF TWO VARIABLES. 2025. DOI: 10.86493/VEREDAS.2022/V12I12/07

Chicago: Vinay Kumar Shukla. "AN INTEGRAL INVOLVING G-FUNCTION OF TWO VARIABLES." Published 2025. DOI: 10.86493/VEREDAS.2022/V12I12/07

IEEE: Vinay Kumar Shukla, "AN INTEGRAL INVOLVING G-FUNCTION OF TWO VARIABLES," 2025, DOI: 10.86493/VEREDAS.2022/V12I12/07

ISNAD: Vinay Kumar Shukla. "AN INTEGRAL INVOLVING G-FUNCTION OF TWO VARIABLES." DOI: 10.86493/VEREDAS.2022/V12I12/07

MLA: Vinay Kumar Shukla. "AN INTEGRAL INVOLVING G-FUNCTION OF TWO VARIABLES." 2025, DOI: 10.86493/VEREDAS.2022/V12I12/07