Rationalized Haar series for approach homogeneous and non- homogeneous state equations

الملخص EN

In this paper, we give a new approximate solution method to homogeneous and non-homogeneous state equations using rationalized Haar functions.

Integration operational matrix of rationalized Haar functions are used to convert the computation of homogeneous and non homogeneous state equations to a simple system of algebraic equations.

By using the method (based on Matlab programming) on numerical analysis examples, we show that our method has high degree of accuracy.