Numerical solution of delay differential equations via haar waveletsS. Asadi, A.H. Borzabadi (pp. 221-228)
In this paper, Haar wavelet benefits are applied to the delay differential equations (DDEs). A discretized form of DDEs at collocation points based on some useful properties of Haar wavelets transforms original problem into a nonlinear algebraic equations. Finally, the numerical experiments are given to demonstrate the conclusions.
Delay differential equation, haar wavelet, collocation method, numerical solution.