Add to ORKGA new smoothing approach based on entropic perturbation is proposed for solving mathematical programs with equilibrium constraints. Some of the desirable properties of the smoothing function are shown. The viability of the proposed approach is supported by a computationalstudy on a set of well-known test problems
Entropic regularization is a method for large-scale linear programming. Geometrically, one traces in...
Many problems of interest where more than one solution is possible seek, among these, the one that i...
Entropic regularization of optimal transport is appealing both from a numerical and theoretical pers...
A new smoothing approach based on entropic perturbationis proposed for solving mathematical programs...
AbstractThis work deals with mathematical programs with fuzzy equilibrium constraints. It shows that...
Mathematical programs with equilibrium constrains (MPECs) in which the constraints are defined by a ...
by photocopy or other means, without the permission of the author. Supervisor: Dr. Jane Ye and Co-Su...
ABSTRACT. A dual convex programming approach to solving linear programs with inequality con-straints...
Equilibrium constrained problems form a special class of mathematical programs where the decision va...
. We consider an arbitrary linear program with equilibrium constraints (LPEC) that may possibly be i...
We consider an arbitrary linear program with equilibrium constrains (LPEC) that may possibly be infe...
The equilibrium problem with equilibrium constraints (EPEC) can be looked on as a generalization of ...
We consider a class of games with continuum of players where equilibria can be obtained by the minim...
Solving systems of fuzzy linear inequalities could lead to the solutions of fuzzy linear programs. I...
54 pages, 12 figuresThis paper is focused on the study of entropic regularization in optimal transpo...
Entropic regularization is a method for large-scale linear programming. Geometrically, one traces in...
Many problems of interest where more than one solution is possible seek, among these, the one that i...
Entropic regularization of optimal transport is appealing both from a numerical and theoretical pers...
A new smoothing approach based on entropic perturbationis proposed for solving mathematical programs...
AbstractThis work deals with mathematical programs with fuzzy equilibrium constraints. It shows that...
Mathematical programs with equilibrium constrains (MPECs) in which the constraints are defined by a ...
by photocopy or other means, without the permission of the author. Supervisor: Dr. Jane Ye and Co-Su...
ABSTRACT. A dual convex programming approach to solving linear programs with inequality con-straints...
Equilibrium constrained problems form a special class of mathematical programs where the decision va...
. We consider an arbitrary linear program with equilibrium constraints (LPEC) that may possibly be i...
We consider an arbitrary linear program with equilibrium constrains (LPEC) that may possibly be infe...
The equilibrium problem with equilibrium constraints (EPEC) can be looked on as a generalization of ...
We consider a class of games with continuum of players where equilibria can be obtained by the minim...
Solving systems of fuzzy linear inequalities could lead to the solutions of fuzzy linear programs. I...
54 pages, 12 figuresThis paper is focused on the study of entropic regularization in optimal transpo...
Entropic regularization is a method for large-scale linear programming. Geometrically, one traces in...
Many problems of interest where more than one solution is possible seek, among these, the one that i...
Entropic regularization of optimal transport is appealing both from a numerical and theoretical pers...