In this paper an accurate and efficient numerical technique is proposed for the generalized
Fisher equation. The numerical approach is based on the extension of the approximate solution as the elements of Chebychev cardinal functions. The main advantage of applying this technique is that it reduces the problem to solving a set of algebraic equations so the problem is greatly simplified.
کلید واژگان :
Generalized Fisher equation, Chebychev cardinal functions, Operational matrix of derivative.
