Ali Hussein, K., K. Hoomod, H., Ali H. Altaee, A. (2015). A New Approach to Find Roots of Nonlinear Equations by Hybrid Algorithm to Bisection and Newton-Raphson Algorithms. Alustath, 7(1), 75-82.
Khalid Ali Hussein; Haider K. Hoomod; Abed Ali H. Altaee. "A New Approach to Find Roots of Nonlinear Equations by Hybrid Algorithm to Bisection and Newton-Raphson Algorithms". Alustath, 7, 1, 2015, 75-82.
Ali Hussein, K., K. Hoomod, H., Ali H. Altaee, A. (2015). 'A New Approach to Find Roots of Nonlinear Equations by Hybrid Algorithm to Bisection and Newton-Raphson Algorithms', Alustath, 7(1), pp. 75-82.
Ali Hussein, K., K. Hoomod, H., Ali H. Altaee, A. A New Approach to Find Roots of Nonlinear Equations by Hybrid Algorithm to Bisection and Newton-Raphson Algorithms. Alustath, 2015; 7(1): 75-82.

A New Approach to Find Roots of Nonlinear Equations by Hybrid Algorithm to Bisection and Newton-Raphson Algorithms

Iraqi Journal of Information Technology
Article 1, Volume 7, Issue 1, January 2017, Pages 75-82
Authors
Khalid Ali Hussein; Haider K. Hoomod; Abed Ali H. Altaee
Abstract
The root-finding problem is one of the most important computational problems and applications. In this paper we introduced a new algorithm to finding real roots of single non-linear equations by hybrid between the Bisection algorithm and Newton-Raphson algorithm with described and comparison between them.
Keywords
Numerical Algorithms; bisection Method; Newton; Raphson Method; Hybrid Algorithm; finding roots
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