Title of article :
MODIFIED NEWTON TYPE METHODS WITH HIGHER ORDER CONVERGENCE
Author/Authors :
JAIN, PANKAJ SOUTH ASIAN UNIVERSITY - DEPARTMENT OF MATHEMATICS, INDIA , BHATTA, CHET RAJ TRIBHUVAN UNIVERSITY - CENTRAL DEPARTMENT OF MATHEMATICS, NEPAL , JNAWALI, JIVANDHAR TRIBHUVAN UNIVERSITY - CENTRAL DEPARTMENT OF MATHEMATICS, NEPAL
From page :
327
To page :
341
Abstract :
Inspired by a recent result of McDougall and Wortherspoon, we obtain new iterative methods for solving nonlinear equations. Also we derive certain hybrid methods these methods and the standard secant method. The resulting methods turn out to be of higher order of convergence and are more efficient than the existing ones. The methods are compared with some of the recent existing methods.
Journal title :
Jordan Journal Of Mathematics an‎d Statistics
Journal title :
Jordan Journal Of Mathematics an‎d Statistics
Record number :
2643920
Link To Document :
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