Gaining the Fixed Point of Nonlinear Functions via the Bisection-Grey WolfOptimizer Algorithm

To solve many optimization problems, we need to find thefixed points of nonlinear and linear functions. For this,knowing the exact method iterative method to find the fixedpoints of different functions will be of particular importance.In this paper, we introduce a new iterative method tofinding the fixed point of a nonlinear function. In fact, wewant to offer a new way to obtain the fixed point of variousfunctions using the Grey Wolf Optimizer algorithm andBisection method. This method is new and very efficient forsolving a nonlinear equation. We explain this method withthree benchmark functions and compare results with othersmethods, such as ALO, MVO, MFO and SCA.