publication . Article . Other literature type . 2016

Introduction Of Generalized Laplace-Fractional Mellin Transform

V. D. Sharma*, M. M. Thakare;
Open Access
  • Published: 25 Sep 2016
  • Publisher: Zenodo
Abstract
In present era, Fractional Integral Transform plays an important role in various fields of mathematics and Technology. Mellin transform has an many application in navigations, correlaters, in area of statistics, probability and also solving in differential equation. Fractional Mellin transform is integral part of mathematical modeling method because of its scale invariance property. The aim of this paper is to generalization of Laplace-Fractional Mellin Transform. Analyticity theorem for the Generalized Laplace-Fractional Mellin Transform is proved.
Subjects
arxiv: Computer Science::Symbolic ComputationMathematics::Complex VariablesMathematics::Number Theory
free text keywords: Laplace transform, Mellin transform, Fractional Mellin transform, Laplace-Fractional Mellin Transform, Generalized function.
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ZENODO
Article . 2016
Provider: ZENODO
http://dx.doi.org/10.5281/zeno...
Other literature type . 2016
Provider: Datacite
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publication . Article . Other literature type . 2016

Introduction Of Generalized Laplace-Fractional Mellin Transform

V. D. Sharma*, M. M. Thakare;