Many numerical approaches have been suggested to solve nonlinear problems. Some of the methods utilize successive approximation procedure to ensure every step of computing will converge to the desired root and one of the most common problems is the improper initial values for the iterative methods. This study evaluates Palancz et.al\u27s. (2010) paper on solving nonlinear equations using linear homotopy method in Mathematica. In this paper, the Newton-homotopy method using start-system is implemented in Maple14, to solve several nonlinear problems. Comparisons of results obtained in terms of number of iterations and convergence rates show promising application of the Newton-homotopy method for nonlinear problems
This article presents the general idea of a numerical method for solving nonlinear systems which is ...
In this paper, a homotopy perturbation method (HPM) is extended and applied for solving system of no...
One of the techniques for solving systems of non-linear equations F1(x1,...,xn) = 0, ..., Fn(x1,...,...
Many numerical approaches have been suggested to solve nonlinear problems. Some of the methods utili...
Praca prezentuje zaplecze teoretyczne metody Newtona i metody homotopii. Zostały przedstawione twie...
This paper presents an efficient algorithm for solving a nonlinear equation. In our algorithm, the n...
In this paper, we solve the nonlinear equations by using a classical method and a powerful method.&n...
algebra, general topology, and functional analysis. The fourth chapter titled “Research Methodology”...
Izadian, R. Abrishami and M. Jalili A new approach utilizing Newton Method and Homotopy Analysis Met...
A homotopy method is presented for the construction of frozen Jacobian iterative methods. The frozen...
A homotopy method is presented for the construction of frozen Jacobian iterative methods. The frozen...
A homotopy method is presented for the construction of frozen Jacobian iterative methods. The frozen...
We use the homotopy perturbation method (HPM) to constructa new iterative system for solving non-lin...
One of the problems in iterations is to determine the best initial value and to ensure the convergen...
In this paper we tried to exploit homotopy approximation methods (HAM) for solving nonlinear algebra...
This article presents the general idea of a numerical method for solving nonlinear systems which is ...
In this paper, a homotopy perturbation method (HPM) is extended and applied for solving system of no...
One of the techniques for solving systems of non-linear equations F1(x1,...,xn) = 0, ..., Fn(x1,...,...
Many numerical approaches have been suggested to solve nonlinear problems. Some of the methods utili...
Praca prezentuje zaplecze teoretyczne metody Newtona i metody homotopii. Zostały przedstawione twie...
This paper presents an efficient algorithm for solving a nonlinear equation. In our algorithm, the n...
In this paper, we solve the nonlinear equations by using a classical method and a powerful method.&n...
algebra, general topology, and functional analysis. The fourth chapter titled “Research Methodology”...
Izadian, R. Abrishami and M. Jalili A new approach utilizing Newton Method and Homotopy Analysis Met...
A homotopy method is presented for the construction of frozen Jacobian iterative methods. The frozen...
A homotopy method is presented for the construction of frozen Jacobian iterative methods. The frozen...
A homotopy method is presented for the construction of frozen Jacobian iterative methods. The frozen...
We use the homotopy perturbation method (HPM) to constructa new iterative system for solving non-lin...
One of the problems in iterations is to determine the best initial value and to ensure the convergen...
In this paper we tried to exploit homotopy approximation methods (HAM) for solving nonlinear algebra...
This article presents the general idea of a numerical method for solving nonlinear systems which is ...
In this paper, a homotopy perturbation method (HPM) is extended and applied for solving system of no...
One of the techniques for solving systems of non-linear equations F1(x1,...,xn) = 0, ..., Fn(x1,...,...