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AUTHOR(S): Hamideh Eskandari
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TITLE Comparing Stephensen Hybrid Method with Other Techniques for Solving Nonlinear Equations |
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ABSTRACT In the previous article [5], a simple method known as Stephensen’s hybrid method was introduced. This method is a modified version of the well-known Stephensen method, which retains all its key features, but with some slight adjustments. The hybrid Stephensen method also converges at a second-order rate. In this article, we will compare Stephensen's hybrid method with some previous methods. Finally, by providing some real examples of non-algebraic functions, we will demonstrate that the new method is an effective approach to finding the root of an equation. |
KEYWORDS convergence, numerical computation, Newton method, Stephensen method, Stephensen hybrid hethod, nonlinear equation, iteration formula |
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Cite this paper Hamideh Eskandari. (2023) Comparing Stephensen Hybrid Method with Other Techniques for Solving Nonlinear Equations. International Journal of Mathematical and Computational Methods, 8, 25-28 |
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