In this paper we propose a class of merit functions for variational inequality problems (VI). Through these merit functions, the variational inequality problem is cast as unconstrained minimization problem. We estimate the growth rate of these merit functions and give conditions under which the stationary points of these functions are the solutions of VI.
Abstract Whether or not the general asymmetric variational inequality prob-lem can be formulated as ...
The paper considers an optimization problem in which the minima of a finite collection of objective ...
Variational inequality problem can be formulated as a differentiable optimization problem [3]. We pr...
In this paper we propose a class of merit functions for variational inequality problems (VI). Throug...
The variational inequality problem (VIP) is to find a point $x\in S$ such that ($F(x), $ $y-x\rangle...
Abstract. We consider a variational inequality problem, where the cost mapping is the sum of a singl...
The theory of the gap functions is extended to the variational inequality introduced by Minty. Explo...
AbstractIn this paper, we consider some classes of merit functions for general variational inequalit...
Merit functions utilized to monitor the convergence of sequential quadratic programming (SQP) method...
AbstractWe consider the generalized variational inequality and construct certain merit functions ass...
In the last decades, many problems involving equilibria, arising from engineering, physics and econo...
Recently, Auchmuty (1989) has introduced a new class of merit functions, or op-timization formulatio...
Preface In this thesis, we develop several methods for solving the general (not necessarily monotone...
In the last decades, many problems involving equilibria, arising from engineering, physics and econo...
. The variational inequality problem is reduced to an optimization problem with a differentiable obj...
Abstract Whether or not the general asymmetric variational inequality prob-lem can be formulated as ...
The paper considers an optimization problem in which the minima of a finite collection of objective ...
Variational inequality problem can be formulated as a differentiable optimization problem [3]. We pr...
In this paper we propose a class of merit functions for variational inequality problems (VI). Throug...
The variational inequality problem (VIP) is to find a point $x\in S$ such that ($F(x), $ $y-x\rangle...
Abstract. We consider a variational inequality problem, where the cost mapping is the sum of a singl...
The theory of the gap functions is extended to the variational inequality introduced by Minty. Explo...
AbstractIn this paper, we consider some classes of merit functions for general variational inequalit...
Merit functions utilized to monitor the convergence of sequential quadratic programming (SQP) method...
AbstractWe consider the generalized variational inequality and construct certain merit functions ass...
In the last decades, many problems involving equilibria, arising from engineering, physics and econo...
Recently, Auchmuty (1989) has introduced a new class of merit functions, or op-timization formulatio...
Preface In this thesis, we develop several methods for solving the general (not necessarily monotone...
In the last decades, many problems involving equilibria, arising from engineering, physics and econo...
. The variational inequality problem is reduced to an optimization problem with a differentiable obj...
Abstract Whether or not the general asymmetric variational inequality prob-lem can be formulated as ...
The paper considers an optimization problem in which the minima of a finite collection of objective ...
Variational inequality problem can be formulated as a differentiable optimization problem [3]. We pr...
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