Solving nonlinear fractional PDEs using novel wavelet collocation method

Abstract

In this paper, we consider an effective technique based on wavelet collation method for solving time fractional ChafeeInfante equation. We transform the fractional differential equation to an algebraic equations system by using wavelet operational matrices of fractional integrals. We give an illustrative example to show the applicability and effectiveness of the method. We compare the exact and wavelet solutions in a table and figure. The results show that the method easily applicable to fractional differential equations