A computational method based on hybrid of Bernstein and block-pulse functions for solving linear fuzzy Fredholm integral equations system

This paper deals with the solutions of linear fuzzy Fredholm integral equation systems by using a combination of Bernstein and block-pulse functions on the interval [0, 1), that is called hybrid functions. Moreover, the existence of the solution and convergence of the proposed method is proved. Finally, illustrative examples are included in order to demonstrate the accuracy and the convergence of this method.