A new active-set method for smooth box-constrained minimization is introduced. The algorithm combines an unconstrained method, including a new line-search which aims to add many constraints to the working set at a single iteration, with a recently introduced technique (spectral projected gradient) for dropping constraints from the working set. Global convergence is proved. A computer implementation is fully described and a numerical comparison assesses the reliability of the new algorithm
Many questions in science and engineering give rise to linear ill-posed problems, whose solution is ...
A new method is introduced for large scale convex constrained optimization. The general model algor...
AbstractA new method is proposed for solving box constrained global optimization problems. The basic...
A method for linearly constrained optimization which modifies and generalizes recent box-constraint ...
A practical active-set method for bound-constrained minimization is introduced. Within the current f...
summary:A new algorithm for solving large scale bound constrained minimization problems is proposed....
We are concerned with the solution of the bound constrained minimization problem {minf(x), la parts ...
In this paper, we describe a two-stage method for solving optimization problems with bound constrain...
A practical active-set method for bound-constrained minimization is introduced. Within the current f...
summary:We employ the active set strategy which was proposed by Facchinei for solving large scale bo...
A new algorithm method for large-scale nonlinear programs with box constraints is introduced. The al...
AbstractWe analyze an active set quasi-Newton method for large scale bound constrained problems. Our...
We propose a numerical algorithm for solving smooth nonlinear programming problems with a large numb...
An algorithm for solving linearly constrained optimization problems is proposed. The search directio...
Gradient projection methods represent effective tools for solving large-scale constrained optimizat...
Many questions in science and engineering give rise to linear ill-posed problems, whose solution is ...
A new method is introduced for large scale convex constrained optimization. The general model algor...
AbstractA new method is proposed for solving box constrained global optimization problems. The basic...
A method for linearly constrained optimization which modifies and generalizes recent box-constraint ...
A practical active-set method for bound-constrained minimization is introduced. Within the current f...
summary:A new algorithm for solving large scale bound constrained minimization problems is proposed....
We are concerned with the solution of the bound constrained minimization problem {minf(x), la parts ...
In this paper, we describe a two-stage method for solving optimization problems with bound constrain...
A practical active-set method for bound-constrained minimization is introduced. Within the current f...
summary:We employ the active set strategy which was proposed by Facchinei for solving large scale bo...
A new algorithm method for large-scale nonlinear programs with box constraints is introduced. The al...
AbstractWe analyze an active set quasi-Newton method for large scale bound constrained problems. Our...
We propose a numerical algorithm for solving smooth nonlinear programming problems with a large numb...
An algorithm for solving linearly constrained optimization problems is proposed. The search directio...
Gradient projection methods represent effective tools for solving large-scale constrained optimizat...
Many questions in science and engineering give rise to linear ill-posed problems, whose solution is ...
A new method is introduced for large scale convex constrained optimization. The general model algor...
AbstractA new method is proposed for solving box constrained global optimization problems. The basic...