Non-Uniform HaarWavelet Matrix Method for Numerical Solution of Ordinary Differential Equations
Pammy Manchanda, Mamta Rani · Indian Journal of Industrial and Applied Mathematics · 2015
Wavelet-based algorithms have become an important tool in numerical analysis for solving differential equations. Uniform Haar wavelet matrix methods have been used to find the numerical solution of ordinary differential equations. We have applied the non-uniform Haar wavelet matrix methods to find the numerical solution of ordinary differential equations and presented an error estimation comparison for uniform and non-uniform Haar wavelet matrix methods.