AbstractWe investigate effective Newton-type methods for solving piecewise linear systems. We prove that under certain relaxed conditions the proposed Newton-type methods converge monotonically and have a finite termination property. Moreover, we give some conclusions on the existence of solution for the piecewise linear systems
AbstractWe consider the class of dynamical systems that arises when inputs and outputs of a linear s...
Introduction Piecewise linear algorithms, also referred to in the literature as simplicial algorith...
AbstractPiecewise linear methods had their beginning in the mid-1960s with Lemke's algorithm for cal...
AbstractWe investigate effective Newton-type methods for solving piecewise linear systems. We prove ...
This paper is devoted to studying the global and finite convergence of the semi-smooth Newton method...
We investigate Newton-type optimization methods for solving piecewise linear systems (PLSs) with non...
Abstract. The correct numerical modeling of free-surface hydrodynamic problems often requires to hav...
Abstract. We consider a class of Newton-type methods for constrained systems of equations that invol...
A fundamental classication problem of data mining and machine learning is that of minimizing a stron...
We formulate examples of partial differential equations which can be solved through their discretiza...
ABSTRACT The modified Newton method for solving systems of nonlinear equations is one of the Newton-...
We consider the class of dynamical systems that arises when inputs and outputs of a linear system ar...
In this paper, we propose a Newton-type method for solving a semismooth reformulation of monotone co...
summary:We present a class of Newton-like methods to enclose solutions of systems of nonlinear equat...
In this work we study methods for rigorous investigations of piecewise linear systems. The methods a...
AbstractWe consider the class of dynamical systems that arises when inputs and outputs of a linear s...
Introduction Piecewise linear algorithms, also referred to in the literature as simplicial algorith...
AbstractPiecewise linear methods had their beginning in the mid-1960s with Lemke's algorithm for cal...
AbstractWe investigate effective Newton-type methods for solving piecewise linear systems. We prove ...
This paper is devoted to studying the global and finite convergence of the semi-smooth Newton method...
We investigate Newton-type optimization methods for solving piecewise linear systems (PLSs) with non...
Abstract. The correct numerical modeling of free-surface hydrodynamic problems often requires to hav...
Abstract. We consider a class of Newton-type methods for constrained systems of equations that invol...
A fundamental classication problem of data mining and machine learning is that of minimizing a stron...
We formulate examples of partial differential equations which can be solved through their discretiza...
ABSTRACT The modified Newton method for solving systems of nonlinear equations is one of the Newton-...
We consider the class of dynamical systems that arises when inputs and outputs of a linear system ar...
In this paper, we propose a Newton-type method for solving a semismooth reformulation of monotone co...
summary:We present a class of Newton-like methods to enclose solutions of systems of nonlinear equat...
In this work we study methods for rigorous investigations of piecewise linear systems. The methods a...
AbstractWe consider the class of dynamical systems that arises when inputs and outputs of a linear s...
Introduction Piecewise linear algorithms, also referred to in the literature as simplicial algorith...
AbstractPiecewise linear methods had their beginning in the mid-1960s with Lemke's algorithm for cal...
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