Newton method is a famous method for solving non linear equations. However, this method has a limitation because it requires the derivative of the function to be solved. Secant method is more flexible. It uses an approximation value to the derivative value of the function to solved. Unfortunately, this method needs two initial values, compared to Newton method which only need one initial value. The use of numerical technique gives an approximation value of the solution. An initial value should be iterated until it approximates the solution. This means, the numerical solutions always contain error ( ). In this paper, the initial point of Newton method and are used to make the second initial value of the Secant method. Secton method i...
Some modifications of the secant method for solving nonlinear equations are revisited and the local ...
The two-step secant type method with a consistent approximation of the inverse operator for solving ...
The two-step secant type method with a consistent approximation of the inverse operator for solving ...
algorithm for solving non-linear equations based on the secant method By J. G. P. Barnes* This paper...
This study presents an improvement to the secant method by reconstruction, in numerical analysis,the...
The secant method is a very effective numerical procedure used for solving nonlinear equations of th...
Many finite-dimensional minimization problems and nonlinear equations can be solved using Secant Met...
A geometric modification to the Newton-Secant method to obtain the root of a nonlinear equation is d...
AbstractWe present a directional secant method, a secant variant of the directional Newton method, f...
AbstractIn this paper, we present a new secant-like method for solving nonlinear equations. Analysis...
Numerical methods are used to approximate solutions of equations when exact solutions can not be det...
The numerical method is a technique used to formulate mathematical problems so that it can be solved...
The numerical method is a technique used to formulate mathematical problems so that it can be solved...
Non-linear equations are one of the studies in mathematics. Root search in complex non-linear equati...
In this article, our objective is the analysis of the resolution of non-linear differential systems ...
Some modifications of the secant method for solving nonlinear equations are revisited and the local ...
The two-step secant type method with a consistent approximation of the inverse operator for solving ...
The two-step secant type method with a consistent approximation of the inverse operator for solving ...
algorithm for solving non-linear equations based on the secant method By J. G. P. Barnes* This paper...
This study presents an improvement to the secant method by reconstruction, in numerical analysis,the...
The secant method is a very effective numerical procedure used for solving nonlinear equations of th...
Many finite-dimensional minimization problems and nonlinear equations can be solved using Secant Met...
A geometric modification to the Newton-Secant method to obtain the root of a nonlinear equation is d...
AbstractWe present a directional secant method, a secant variant of the directional Newton method, f...
AbstractIn this paper, we present a new secant-like method for solving nonlinear equations. Analysis...
Numerical methods are used to approximate solutions of equations when exact solutions can not be det...
The numerical method is a technique used to formulate mathematical problems so that it can be solved...
The numerical method is a technique used to formulate mathematical problems so that it can be solved...
Non-linear equations are one of the studies in mathematics. Root search in complex non-linear equati...
In this article, our objective is the analysis of the resolution of non-linear differential systems ...
Some modifications of the secant method for solving nonlinear equations are revisited and the local ...
The two-step secant type method with a consistent approximation of the inverse operator for solving ...
The two-step secant type method with a consistent approximation of the inverse operator for solving ...