Hermite wavelet method for fractional delay differential equations
U Saeed, M ur Rehman - Journal of Difference Equations, 2014 - Wiley Online Library
Journal of Difference Equations, 2014•Wiley Online Library
We proposed a method by utilizing method of steps and Hermite wavelet method, for solving
the fractional delay differential equations. This technique first converts the fractional delay
differential equation to a fractional nondelay differential equation and then applies the
Hermite wavelet method on the obtained fractional nondelay differential equation to find the
solution. Several numerical examples are solved to show the applicability of the proposed
method.
the fractional delay differential equations. This technique first converts the fractional delay
differential equation to a fractional nondelay differential equation and then applies the
Hermite wavelet method on the obtained fractional nondelay differential equation to find the
solution. Several numerical examples are solved to show the applicability of the proposed
method.
We proposed a method by utilizing method of steps and Hermite wavelet method, for solving the fractional delay differential equations. This technique first converts the fractional delay differential equation to a fractional nondelay differential equation and then applies the Hermite wavelet method on the obtained fractional nondelay differential equation to find the solution. Several numerical examples are solved to show the applicability of the proposed method.
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