PERBAIKAN METODE OSTROWSKI UNTUK MENCARI AKAR PERSAMAAN NONLINEAR
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Date
2017-01-10
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Abstract
This article discusses an improvement for the iterative method based on the
Ostrowski. Analytically, it is showed using Taylor expansion and geometry
series that this iterative method has a convergence sixht-order. Numerical
comparison shows that the method converges more quickly to the root of the
expected than the comparison methods. This method can be used as an alter-
native method to solve nonlinear equations.
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Keywords
Nonlinear equations, iterative methods, order of convergence