Symmetry Analysis of Time Fractional Convection-reaction-diffusion Equation with a Delay

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Results in Nonlinear Analysis
Volume:2 Issue:3
Symmetry Analysis of Time Fractional Convection-reaction-diffusion Equation with a Delay

Symmetry Analysis of Time Fractional Convection-reaction-diffusion Equation with a Delay

Authors : Aminu NASS, Kassimu MPUNGU

Pages : 113-124

View : 11 | Download : 4

Publication Date : 2019-10-01

Article Type : Research Paper

Abstract :Lie symmetry theory of partial differential equations with both fractional and delay phenomena is considered. A complete group classification of time fractional convection-reaction-diffusion equation with a delay is presented. The Minimal symmetry algebra is found to be one dimensional. The classification is used to find symmetry reductions and exact solutions.
Keywords : Lie symmetries, Fractional Delay, B ddot a ckland Operator, Mittag Leffler function

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