Application of the Haar and B-spline wavelets to approximate solution of the boundary problems
Anna Korczak · 2011
This paper presents an application of the wavelet theory to function approximation and to approximate solutions of chosen differential equations. There are considered the functions of class L(R) and the first and the second order linear differential equations in interval [0, 1] with appropriate boundary conditions. Haar wavelet and linear B-spline wavelet were applied to approximate these functions and solving these problem.