Abstract
In this paper we describe derivation of a
new iterative method for solving nonlinear equations.
The method is shown to have convergence order five.
Furthermore we show that the convergence order may be
accelerated by replacing derivative with its finite difference
approximation. The accelerated convergence achieved is
six. We compare our sixth order method with other
methods in the literature.
Ishtiaq Ahmad Khan, Faizan Ahmed, Muhamamd Aqeel. (2018) Sixth order fixed point iterative method for solving nonlinear equations, Journal of Space Technology , Volume 8, Issue 1.
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