Article overview
Abstract
In these study, we proposed new generalized Shehu transform of fractional order called “fractional Shehu transform” of order $0 < \alpha < 1$. This transform is applicable for functions which are differentiable but by fractional order. By using the definition of fractional order Shehu transform we prove fundamental properties of these integral transform. Finally, we have obtained convolution and inversion.
Keywords and Phrases
Shehu TransformLaplace TransformMittag-Leffler functionGeneralized function (Dirac’s Distribution)Fractional DerivativeFractional Integration.
AMS Subject Classification
26A33.
Reference information
How to Cite
T. G. Thange, A. R. Gade (2021). FRACTIONAL SHEHU TRANSFORM AND ITS APPLICATIONS. South East Asian Journal of Mathematics and Mathematical Sciences, 17(2), 1-14.