A Special Iterative Algorithm for Solving Nonlinear Equations
Mohammed Rasheed, Suha SHIHAB, Ahmed Rashid, Taha Rashid, Saad Hussein Abed Hamed, Mohammed Hussein Jasim AL-Kinani
Abstract
In this work, we exhibit some variants iterative techniques free from second derivatives of the function foe solving nonlinear equation of the form and observe that number of iterations of the proposed method is five. Many numerical experiments are bearing to interpret the accuracy, performance and efficiency of the new iterative technique.
Topics & Concepts
Iterative methodNonlinear systemAlgorithmFunction (biology)Applied mathematicsComputer scienceMathematicsWork (physics)Local convergenceMathematical optimizationPhysicsBiologyThermodynamicsQuantum mechanicsEvolutionary biologyIterative Methods for Nonlinear EquationsAdvanced Optimization Algorithms ResearchFractional Differential Equations Solutions