We develop some variants of the concentration compactness to deals with various classes of constrained minimization problems with relaxed assumption
Abstract: In this paper we state two procedures for constrained optimization based on the concepts o...
In this paper we state two procedures for constrained optimization based on the concepts of m-M Calc...
This discussion focuses on the constrained optimization problem and looks into different methods for...
For a class of minimization problems, where the functionals are weakly lower semicontinuous, we pres...
For a class of minimization problems, where the functionals are weakly lower semicontinuous, we pre...
Abstract. For a class of minimization problems, where the functionals are weakly lower semicontinuou...
Many issues in Physics-Mathematics or Differential Geometry involve minimization problems, where min...
In this paper we consider the question of minimizing functionals defined by improper integrals. Our ...
summary:To overcome the somewhat artificial difficulties in classical optimization theory concerning...
After the study made in the locally compact case for variational problems with some translation inva...
summary:To overcome the somewhat artificial difficulties in classical optimization theory concerning...
summary:To overcome the somewhat artificial difficulties in classical optimization theory concerning...
We study a class of vectorminimization problems on a complete metric space such that all its bounded...
This paper is the second part of a work devoted to the study of variational problems (with constrain...
Relaxation refers to the procedure of enlarging the domain of a variational problem or the search sp...
Abstract: In this paper we state two procedures for constrained optimization based on the concepts o...
In this paper we state two procedures for constrained optimization based on the concepts of m-M Calc...
This discussion focuses on the constrained optimization problem and looks into different methods for...
For a class of minimization problems, where the functionals are weakly lower semicontinuous, we pres...
For a class of minimization problems, where the functionals are weakly lower semicontinuous, we pre...
Abstract. For a class of minimization problems, where the functionals are weakly lower semicontinuou...
Many issues in Physics-Mathematics or Differential Geometry involve minimization problems, where min...
In this paper we consider the question of minimizing functionals defined by improper integrals. Our ...
summary:To overcome the somewhat artificial difficulties in classical optimization theory concerning...
After the study made in the locally compact case for variational problems with some translation inva...
summary:To overcome the somewhat artificial difficulties in classical optimization theory concerning...
summary:To overcome the somewhat artificial difficulties in classical optimization theory concerning...
We study a class of vectorminimization problems on a complete metric space such that all its bounded...
This paper is the second part of a work devoted to the study of variational problems (with constrain...
Relaxation refers to the procedure of enlarging the domain of a variational problem or the search sp...
Abstract: In this paper we state two procedures for constrained optimization based on the concepts o...
In this paper we state two procedures for constrained optimization based on the concepts of m-M Calc...
This discussion focuses on the constrained optimization problem and looks into different methods for...
DOI
Add to ORKG