Ali, Umair
(2019)
Numerical Solutions For Two
Dimensional Time-Fractional
Differential Sub-Diffusion Equation.
PhD thesis, Universiti Sains Malaysia.
Abstract
In the past several decades, fractional differential equations (differential equation
involving arbitrary order derivatives) have acquired much popularity in the area
of science and engineering. This is because such equations can better model certain
problems of fluid mechanics, physics, biological science, chemistry, hydrology and
finance, amongst others, due to the fact that it can better represent system with memory.
However, most fractional differential equations cannot be solved by exact analytical
techniques.
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