AbstractA minimization problem for a matrix-valued matrix function is considered. A duality theorem is proved. Some examples illustrate its applicability
The duality principle provides that optimization problems may be viewed from either of two perspecti...
AbstractIt is shown that the dual of the problem of minimizing the 2-norm of the primal and dual opt...
The aim of this work is to make some investigations concerning duality for multiobjective optimizati...
AbstractAn optimization problem of minimizing a real-valued function of certain elements of a symmet...
AbstractTwo dual problems are proposed for the minimax problem: minimize maxy ϵ Y φ(x, y), subject t...
In this paper, we solve an inverse problem arising in convex optimization. We consider a maximizatio...
AbstractWe apply a recent characterization of optimality for the abstract convex program with a cone...
The use of duality principle for characterizing solution of general optimization problem posed in th...
AbstractAn optimization problem of minimizing a real-valued function of certain elements of a symmet...
AbstractLet G be a real-valued function defined on the set Pn,F of all positive definite complex her...
<p><span>The duality principle provides that optimization problems may be viewed from either of two ...
The aim of this work is to make some investigations concerning duality for multiobjective optimizati...
We extend in two ways the standard Karush–Kuhn–Tucker optimality conditions to problems with a conve...
AbstractIn this paper we provide a duality theory for multiobjective optimization problems with conv...
This book investigates several duality approaches for vector optimization problems, while also compa...
The duality principle provides that optimization problems may be viewed from either of two perspecti...
AbstractIt is shown that the dual of the problem of minimizing the 2-norm of the primal and dual opt...
The aim of this work is to make some investigations concerning duality for multiobjective optimizati...
AbstractAn optimization problem of minimizing a real-valued function of certain elements of a symmet...
AbstractTwo dual problems are proposed for the minimax problem: minimize maxy ϵ Y φ(x, y), subject t...
In this paper, we solve an inverse problem arising in convex optimization. We consider a maximizatio...
AbstractWe apply a recent characterization of optimality for the abstract convex program with a cone...
The use of duality principle for characterizing solution of general optimization problem posed in th...
AbstractAn optimization problem of minimizing a real-valued function of certain elements of a symmet...
AbstractLet G be a real-valued function defined on the set Pn,F of all positive definite complex her...
<p><span>The duality principle provides that optimization problems may be viewed from either of two ...
The aim of this work is to make some investigations concerning duality for multiobjective optimizati...
We extend in two ways the standard Karush–Kuhn–Tucker optimality conditions to problems with a conve...
AbstractIn this paper we provide a duality theory for multiobjective optimization problems with conv...
This book investigates several duality approaches for vector optimization problems, while also compa...
The duality principle provides that optimization problems may be viewed from either of two perspecti...
AbstractIt is shown that the dual of the problem of minimizing the 2-norm of the primal and dual opt...
The aim of this work is to make some investigations concerning duality for multiobjective optimizati...
DOI
Add to ORKG