Fractional Calculus Pertaining to Generalized H -Functions

Authors

  • Dinesh Kumar

  • Jitendra Daiya

Keywords:

fractional calculus, multivariable H-function, I-function, general class of polynomials, mellin transform

Abstract

This paper is devoted to study of a pair of unified and extended fractional integral operators involving the multivariable H-Function, I-Function and general class of polynomials. Mellin transforms of these operators are investigated. Further, some properties of these operators have also been investigated. On account of the general nature of the functions involved herein, a large number of fractional integral operators involving simpler functions can be obtained as special cases of our main results.

How to Cite

Dinesh Kumar, & Jitendra Daiya. (2014). Fractional Calculus Pertaining to Generalized H -Functions. Global Journal of Science Frontier Research, 14(F3), 25–35. Retrieved from https://journalofscience.org/index.php/GJSFR/article/view/1250

Fractional Calculus Pertaining to Generalized H -Functions

Published

2014-03-15