The main aim of this work is to show, in as a self-contained way as possible, a contribution to a classic problem of Mathematics: the numerical solution of nonlinear equations using iterative processes. This paper is authored by members of the PRIENOL research group based at the University of La Rioja. We have chosen Newtons method as the iterative process of reference to solve the problem, and to introduce the most important concepts involved in its study (convergence, operational cost, efficiency, etc.), as well. Then, we give account of some of the results obtained for other iterative processes also related to Newtons method. Finally, we discuss some applications of the methods to specific problems.El objetivo principal de este trabajo e...
The primary focus of research in this thesis is to address the construction of iterative methods for...
An alternative strategy for solving systems of nonlinear equations when the classical Newton's metho...
[ES] En este trabajo se estudia la dinámica de algunos métodos iterativos empleados para resolver ec...
Many of the problems in experimental sciences and other disciplines can be expressed in the form of ...
Among the various math problems, we have non-linear equations, which not all have an analytical met...
In this work we introduce a technique for solving nonlinear systems that improves the order of conve...
[ES] En todas las disciplinas de la ciencia, desde la ingeniería hasta la economía, encontrar las so...
Newton's method is a well known iterative method to solve a nonlinear equation F(x) = 0. We analyze ...
The goal of this memory is the numerical solution of nonlinear equations by iterative processes. We ...
Proyecto Fin de Carrera-Universidad de Salamanca, Escuela Politécnica Superior de Zamora, 2011[ES]En...
In this paper, a unified point of view that includes the most of one-point Newton-type iterative me...
OBJETIVO: Aprender cómo funciona el método de Newton en la práctica para el caso f(x)=x*cos(x)+sin(...
Nova tècnica que permet construir mètodes iteratius d'ordre alt.A zero-finding technique for solving...
Newton's method for unconstrained nonlinear optimization can be a demanding iterative process. Combi...
AbstractIn this work we introduce a technique for solving nonlinear systems that improves the order ...
The primary focus of research in this thesis is to address the construction of iterative methods for...
An alternative strategy for solving systems of nonlinear equations when the classical Newton's metho...
[ES] En este trabajo se estudia la dinámica de algunos métodos iterativos empleados para resolver ec...
Many of the problems in experimental sciences and other disciplines can be expressed in the form of ...
Among the various math problems, we have non-linear equations, which not all have an analytical met...
In this work we introduce a technique for solving nonlinear systems that improves the order of conve...
[ES] En todas las disciplinas de la ciencia, desde la ingeniería hasta la economía, encontrar las so...
Newton's method is a well known iterative method to solve a nonlinear equation F(x) = 0. We analyze ...
The goal of this memory is the numerical solution of nonlinear equations by iterative processes. We ...
Proyecto Fin de Carrera-Universidad de Salamanca, Escuela Politécnica Superior de Zamora, 2011[ES]En...
In this paper, a unified point of view that includes the most of one-point Newton-type iterative me...
OBJETIVO: Aprender cómo funciona el método de Newton en la práctica para el caso f(x)=x*cos(x)+sin(...
Nova tècnica que permet construir mètodes iteratius d'ordre alt.A zero-finding technique for solving...
Newton's method for unconstrained nonlinear optimization can be a demanding iterative process. Combi...
AbstractIn this work we introduce a technique for solving nonlinear systems that improves the order ...
The primary focus of research in this thesis is to address the construction of iterative methods for...
An alternative strategy for solving systems of nonlinear equations when the classical Newton's metho...
[ES] En este trabajo se estudia la dinámica de algunos métodos iterativos empleados para resolver ec...