CD Skripsi
Perbaikan Metode Ostrowski Untuk Mencari Akar Persamaan Nonlinear
This nal project 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 method. This method can be used as
an alternative method to solve nonlinear equations.
Keywords: Nonlinear equations, iterative methods, order of convergence
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