We propose in this paper a Broyden- like method using the trapezoidal rule to solve system of nonlinear equations. A two point predictor- corrector approach was used, where the Broyden method is the predictor and the proposed method is the corrector. Numerical experiment carried out on some test problems with standard initial points has shown that the proposed method is very encouragin
A new method for finding approximate solutions of nonlinear algebraic equations is proposed. Here we...
summary:We propose a new Broyden method for solving systems of nonlinear equations, which uses the f...
On Broyden-like update via some quadratures for solving nonlinear systems of equation
We suggested a Broyden's-Like method in which the Jacobian of the system has some special structure...
A new iterative method based on the quasi-Newton approach for solving systems of nonlinear equations...
Nonlinear systems is one of the mathematical models that is commonly used in the engineering and sci...
Nonlinear systems is one of the mathematical models that is commonly used in the engineering and sci...
In this paper, we propose and analyze a new predictor-corrector method for solving a nonlinear syste...
AbstractIn this paper a stable nonlinear trapezoidal method based on the geometric mean (GM) of the ...
This article introduces a novel approach resulting from the adaptation of Trapezoidal-Newton method ...
In this paper, we suggest and analyze two new predictor-corrector iterative methods with third and n...
In 1965 Broyden introduced a family of algorithms called(rank-one) quasi—New-ton methods for itera...
Abstract: In this paper, we propose and analyze some new predictor-corrector methods for solving non...
International audienceWe propose a new Broyden-like method that we call autoadaptative limited memor...
In this study, we suggest and analyze a new and wide general class of Jarratt’s method for solving s...
A new method for finding approximate solutions of nonlinear algebraic equations is proposed. Here we...
summary:We propose a new Broyden method for solving systems of nonlinear equations, which uses the f...
On Broyden-like update via some quadratures for solving nonlinear systems of equation
We suggested a Broyden's-Like method in which the Jacobian of the system has some special structure...
A new iterative method based on the quasi-Newton approach for solving systems of nonlinear equations...
Nonlinear systems is one of the mathematical models that is commonly used in the engineering and sci...
Nonlinear systems is one of the mathematical models that is commonly used in the engineering and sci...
In this paper, we propose and analyze a new predictor-corrector method for solving a nonlinear syste...
AbstractIn this paper a stable nonlinear trapezoidal method based on the geometric mean (GM) of the ...
This article introduces a novel approach resulting from the adaptation of Trapezoidal-Newton method ...
In this paper, we suggest and analyze two new predictor-corrector iterative methods with third and n...
In 1965 Broyden introduced a family of algorithms called(rank-one) quasi—New-ton methods for itera...
Abstract: In this paper, we propose and analyze some new predictor-corrector methods for solving non...
International audienceWe propose a new Broyden-like method that we call autoadaptative limited memor...
In this study, we suggest and analyze a new and wide general class of Jarratt’s method for solving s...
A new method for finding approximate solutions of nonlinear algebraic equations is proposed. Here we...
summary:We propose a new Broyden method for solving systems of nonlinear equations, which uses the f...
On Broyden-like update via some quadratures for solving nonlinear systems of equation