AbstractThis paper investigates inexact Newton methods for solving systems of nonsmooth equations. We define two inexact Newton methods for locally Lipschitz functions and we prove local (linear and superlinear) convergence results under the assumptions of semismoothness and BD-regularity at the solution. We introduce a globally convergent inexact iteration function based method. We discuss implementations and we give some numerical examples
We give a framework for the globalization of a nonsmooth Newton method for solving Lipschitz equatio...
AbstractUnder weak Lipschitz condition, local convergence properties of inexact Newton methods and N...
In this paper we study the problem of analyzing the convergence both local and semilocal of inexact ...
AbstractIn this paper, motivated by the Martinez and Qi methods (J. Comput. Appl. Math. 60 (1995) 12...
In this paper, an inexact Newton scheme is presented which produces a sequence of iterates in which ...
This paper presents some globally convergent descent methods for solving systems of nonlinear equati...
This paper investigates inexact Newton methods for solving systems of nonsmooth equations. We define...
We develop general approximate Newton methods for solving Lipschitz continuous equations by replacin...
In this work we propose a variant of the inexact Newton method for the solution of semismooth nonlin...
In this work we propose a variant of the inexact Newton method for the solution of semismooth nonlin...
In this work we propose a variant of the inexact Newton method for the solution of semismooth nonlin...
We give a framework for the globalization of a nonsmooth Newton method introduced by B. Kummer. We s...
AbstractThe inexact generalized Newton method is an iterative method for solving systems of nonsmoot...
AbstractIn this paper, motivated by the Martinez and Qi methods (J. Comput. Appl. Math. 60 (1995) 12...
We give a framework for the globalization of a local nonsmooth Newton method for solving Lipschitz e...
We give a framework for the globalization of a nonsmooth Newton method for solving Lipschitz equatio...
AbstractUnder weak Lipschitz condition, local convergence properties of inexact Newton methods and N...
In this paper we study the problem of analyzing the convergence both local and semilocal of inexact ...
AbstractIn this paper, motivated by the Martinez and Qi methods (J. Comput. Appl. Math. 60 (1995) 12...
In this paper, an inexact Newton scheme is presented which produces a sequence of iterates in which ...
This paper presents some globally convergent descent methods for solving systems of nonlinear equati...
This paper investigates inexact Newton methods for solving systems of nonsmooth equations. We define...
We develop general approximate Newton methods for solving Lipschitz continuous equations by replacin...
In this work we propose a variant of the inexact Newton method for the solution of semismooth nonlin...
In this work we propose a variant of the inexact Newton method for the solution of semismooth nonlin...
In this work we propose a variant of the inexact Newton method for the solution of semismooth nonlin...
We give a framework for the globalization of a nonsmooth Newton method introduced by B. Kummer. We s...
AbstractThe inexact generalized Newton method is an iterative method for solving systems of nonsmoot...
AbstractIn this paper, motivated by the Martinez and Qi methods (J. Comput. Appl. Math. 60 (1995) 12...
We give a framework for the globalization of a local nonsmooth Newton method for solving Lipschitz e...
We give a framework for the globalization of a nonsmooth Newton method for solving Lipschitz equatio...
AbstractUnder weak Lipschitz condition, local convergence properties of inexact Newton methods and N...
In this paper we study the problem of analyzing the convergence both local and semilocal of inexact ...
DOI
Add to ORKG