Representation of solutions for fractional kinetic equations with deviation time variable
Loading...
Date
2020
Authors
Drin, Yaroslav
Ushenko, V.
Drin, Iryna
Drin, Svitlana
Journal Title
Journal ISSN
Volume Title
Publisher
Abstract
We present a formula for classical solutions for time- and space-fractional kinetic equation (also known as fractional
diffusion equation) and deviation time variable is given in terms of the Fox’s H-function, using the step by step method.
This equations describe fractal properties of real data arising in applied fields such as turbulence, hydrology, ecology,
geographic, air pollution, economics and finance.
Description
Keywords
fractal, diffusion equation, Fox’s H-function, deviation variable, step by step method, conference materials
Citation
Representation of solutions for fractional kinetic equations with deviation time variable [electronic resource] / Drin Y. M., Ushenko V. A., Drin I. I., Drin S. S. // Proceedings of SPIE - The International Society for Optical Engineering. - 2020. - Vol. 11369. - Article number 113690Q.