ABSTRACT
In the present study, Modified Taylor wavelets Galerkin method-based approximation scheme is used to get out appropriate numerical solution of certain partial differential equations. The Modified Taylor wavelets are used with weight functions and these wavelets are supposed basis elements which permit the derivision of numerical solutions of partial differential equations. Some of the counter problems are given to show the numerical results extractive by proposed schemes which are compared with already established numerical methods, i.e., Coifman wavelet method, Finite Difference Method (FDM), Hermite Wavelet Galarkin Method (HWGM), and exact solution to set out the relevancy and efficiency of the introduced method.
