AbstractGreat efforts have been done for studying basic notions like the solvability and stability sets for parametric multiobjective programming problems of the first and second kind. In this paper, these notions have been defined and analyzed without differentiability assumptions on the considered functions. New stability notions like the stability sets of the third and fourth kind have been also defined and analyzed for this problem
AbstractWe introduce the concept of an ϵ-properly efficient solution and establish the equivalence b...
This note presents the characterization of the stability set of the first kind for multi-objective n...
AbstractFor the scalar programming problem, some characterizations for optimal solutions are known. ...
AbstractGreat efforts have been done for studying basic notions like the solvability and stability s...
This paper deals with multiobjective nonlinear programming problems, with parameters in the objectiv...
This paper deals with multiobjective nonlinear programming problems, with parameters in the objectiv...
This paper deals with multiobjective nonlinear programming problems, with parameters in the objectiv...
AbstractA method for decomposing the parametric space in multiobjective convex programs with or with...
summary:The paper presents a qualitative analysis of basic notions in parametric convex programming ...
summary:The paper presents a qualitative analysis of basic notions in parametric convex programming ...
summary:The paper presents a qualitative analysis of basic notions in parametric convex programming ...
summary:The paper presents a qualitative analysis of basic notions in parametric convex programming ...
Parametric programming is one of the broadest areas of applied mathematics. Practical problems, that...
A multiobjective problem of integer linear programming with parametric optimality is addressed. The ...
This thesis is a study of convex parametric programs on regions of stability. The main tools are com...
AbstractWe introduce the concept of an ϵ-properly efficient solution and establish the equivalence b...
This note presents the characterization of the stability set of the first kind for multi-objective n...
AbstractFor the scalar programming problem, some characterizations for optimal solutions are known. ...
AbstractGreat efforts have been done for studying basic notions like the solvability and stability s...
This paper deals with multiobjective nonlinear programming problems, with parameters in the objectiv...
This paper deals with multiobjective nonlinear programming problems, with parameters in the objectiv...
This paper deals with multiobjective nonlinear programming problems, with parameters in the objectiv...
AbstractA method for decomposing the parametric space in multiobjective convex programs with or with...
summary:The paper presents a qualitative analysis of basic notions in parametric convex programming ...
summary:The paper presents a qualitative analysis of basic notions in parametric convex programming ...
summary:The paper presents a qualitative analysis of basic notions in parametric convex programming ...
summary:The paper presents a qualitative analysis of basic notions in parametric convex programming ...
Parametric programming is one of the broadest areas of applied mathematics. Practical problems, that...
A multiobjective problem of integer linear programming with parametric optimality is addressed. The ...
This thesis is a study of convex parametric programs on regions of stability. The main tools are com...
AbstractWe introduce the concept of an ϵ-properly efficient solution and establish the equivalence b...
This note presents the characterization of the stability set of the first kind for multi-objective n...
AbstractFor the scalar programming problem, some characterizations for optimal solutions are known. ...