New error estimate in the iterative numerical method for nonlinear fuzzy HammersteinFredholm integral equations
In this paper, we obtain the error estimation of the iterative method based on quadrature formula to solve nonlinear fuzzy Fredholm integral equations of the second kind given in Fuzzy Sets & Syst. 245 (2014) 117, in terms of uniform and partial modulus of continuity. Moreover, we extend in the context of using the modulus of continuity, the notion of numerical stability of the solution with respect to the first iteration.
iterative numerical method nonlinear fuzzy hammersteinfredholm integral equations partial modulus of continuity uniform modulus of continuity