A Novel Method for Solving Fixed Points of Various Functions by Bisection-Multi-Verse Optimization Algorithm

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Sayyed Masood Zekavatmand, ‎Javad Vahidi, Mohammad Begher Ghaemi


‎The necessary goal is to obtain the fixed point of variant functions by using a novel repetitive method‎. ‎We merge implications offered in the Bisection method and the Multi-Verse Optimizer algorithm‎. ‎This algorithm is more effective for finding fixed point functions‎. ‎We also implement this method for four functions and compare the current method with other methods such as WOA‎, ‎SSA‎, ‎ALO‎, ‎MVO algorithms‎. ‎The proposed method shows a decent functionality than the other methods‎.

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