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- Title
A General Family of Fifth-Order Methods for Finding Simple Roots of Nonlinear Equations.
- Authors
Ghanbari, Behzad
- Abstract
In this paper, a new fifth-order family of methods free from second derivative is obtained. The new iterative family contains the King's family, which is one of the most well-known family of methods for solving nonlinear equations, and some other known methods as its particular case. To illustrate the efficiency and performance of the proposed family, several numerical examples are presented. Numerical results illustrate better efficiency and performance of the presented methods in comparison with the other compared fifth-order methods. Therefore, the proposed family can be effectively used for solving nonlinear equations.
- Subjects
ROOTS of equations; ITERATIVE methods (Mathematics); NONLINEAR equations; NEWTON-Raphson method; DERIVATIVES (Mathematics); PROBLEM solving
- Publication
Walailak Journal of Science & Technology, 2012, Vol 9, Issue 2, p141
- ISSN
1686-3933
- Publication type
Article