AbstractThis paper develops a sufficient condition for continuity (as opposed to upper semicontinuity) of the optimal set of a mathematical program. Applications to the theory of economic choice are discussed
In this paper, the classical KKT, complementarity and Lagrangian saddle-point conditions are general...
The paper deals with the minimization problem of a marginal function over a subset C of a space X. U...
Abstract. In this paper we study mathematical programs with equilibrium constraints (MPECs) describe...
AbstractThis paper develops a sufficient condition for continuity (as opposed to upper semicontinuit...
Böhm V. On the continuity of the optimal policy set for linear programs. SIAM Journal in Applied Mat...
For a linear program it is shown that the optimal policy set behaves continuously if the constraint ...
Results about the continuity of the optimal value of a linear program and of related polyhedral-valu...
This article considers a semi-infinite mathematical programming problem with equilibrium constraints...
Note:This thesis studies the behaviour of mathematical models in finite-dimensional optimization. Th...
AbstractWe provide a sufficient condition which guarantees the lower-semicontinuity of the optimal s...
The paper develops a stability theory for the optimal value and the optimal set mapping of optimizat...
summary:The paper deals with mathematical programs, where parameter-dependent nonlinear complementar...
In this paper we consider a mathematical program with equilibrium con-straints (MPEC) formulated as ...
In this paper, the classical KKT, complementarity and Lagrangian saddle-point conditions are general...
In this study, a novel sequential optimality condition for general continuous optimization problems ...
In this paper, the classical KKT, complementarity and Lagrangian saddle-point conditions are general...
The paper deals with the minimization problem of a marginal function over a subset C of a space X. U...
Abstract. In this paper we study mathematical programs with equilibrium constraints (MPECs) describe...
AbstractThis paper develops a sufficient condition for continuity (as opposed to upper semicontinuit...
Böhm V. On the continuity of the optimal policy set for linear programs. SIAM Journal in Applied Mat...
For a linear program it is shown that the optimal policy set behaves continuously if the constraint ...
Results about the continuity of the optimal value of a linear program and of related polyhedral-valu...
This article considers a semi-infinite mathematical programming problem with equilibrium constraints...
Note:This thesis studies the behaviour of mathematical models in finite-dimensional optimization. Th...
AbstractWe provide a sufficient condition which guarantees the lower-semicontinuity of the optimal s...
The paper develops a stability theory for the optimal value and the optimal set mapping of optimizat...
summary:The paper deals with mathematical programs, where parameter-dependent nonlinear complementar...
In this paper we consider a mathematical program with equilibrium con-straints (MPEC) formulated as ...
In this paper, the classical KKT, complementarity and Lagrangian saddle-point conditions are general...
In this study, a novel sequential optimality condition for general continuous optimization problems ...
In this paper, the classical KKT, complementarity and Lagrangian saddle-point conditions are general...
The paper deals with the minimization problem of a marginal function over a subset C of a space X. U...
Abstract. In this paper we study mathematical programs with equilibrium constraints (MPECs) describe...
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