Mixed Theorem on Laplace And Inverse Laplace Transforms And Their Consequences

Authors

  • Dr. M. I. Qureshi

  • Kaleem A. Quraishi

  • Ram Pal

Keywords:

Generalized hypergeometric function; Fox-Wright hypergeometric function; Fox2019;s Hfunction; Pochhammer2019;s symbol; Gauss-Legendre multiplication theor

Abstract

In this paper we obtain a mixed theorem on Laplace and inverse Laplace transforms We also find some consequences of mixed theorem in terms of Fox-Wright hypergeometric function and generalized Gaussian hypergeometric function

How to Cite

Dr. M. I. Qureshi, Kaleem A. Quraishi, & Ram Pal. (2011). Mixed Theorem on Laplace And Inverse Laplace Transforms And Their Consequences. Global Journal of Science Frontier Research, 11(7), 73–76. Retrieved from https://journalofscience.org/index.php/GJSFR/article/view/275

Mixed Theorem on Laplace And Inverse Laplace Transforms And Their Consequences

Published

2011-05-15