Modified Taylor wavelets approach to the numerical results of second order differential equations
by Ankit Kumar; Sag Ram Verma
International Journal of Applied Nonlinear Science (IJANS), Vol. 3, No. 2, 2021

Abstract: In this paper, we present a new method, which is based on the derivative operational matrix of modified Taylor wavelets (DOMMTWs) with collocation points for approximate solutions of a class of differential equations of second order. The idea behind using the derivative operational matrix of modified Taylor wavelet method (DOMMTWM) is to convert the problem into the equivalent set of algebraic equations. The obtained results of the problems under the study guarantee that the introduced method provides the best approximate solution to a class of second-order differential equations.

Online publication date: Fri, 07-Jan-2022

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