AbstractColumn generation is often used to solve large-scale optimization problems, and much research has been devoted to improve the convergence of the solution process. We focus on Kelley's algorithm, which frequently exhibits slow convergence, and propose an algorithm that stabilizes and accelerates the solution process while remaining within the linear programming framework. Preliminary numerical results, obtained on air transportation and location problems, show that the stabilized algorithm can be used to improve the solution times for difficult instances and to solve larger ones
In the context of this dissertation we consider two mathematical optimization problems. The first c...
AbstractThis paper describes and analyzes a simple technique that accelerates the convergence of ite...
In the framework of column generation algorithms for Integer Lin- ear Programs, we propose a stabili...
AbstractColumn generation is often used to solve large-scale optimization problems, and much researc...
AbstractColumn generation algorithms are instrumental in many areas of applied optimization, where l...
International audienceColumn generation algorithms have been specially designed for solving mathemat...
Column generation algorithms are instrumental in many areas of applied optimization, where linear pr...
Stabilization procedures are critical feature to accelerate the convergence of column generation alg...
The convergence of a column generation algorithm can be improved in practice by using stabilization ...
García et al. present a class of column generation (CG) algorithms for nonlinear programs. Its main ...
AbstractThe classical column generation approach often shows a very slow convergence. Many different...
Garcia et al. [1] present a class of column generation (CG) algorithms for nonlinear programs. Its m...
Routing and logistics applications are often viewed as intractable for exact optimization tools. Al-...
Solving large scale nonlinear optimization problems requires either significant computing resource...
Routing and logistics applications are often viewed as intractable for exact optimization tools. Al-...
In the context of this dissertation we consider two mathematical optimization problems. The first c...
AbstractThis paper describes and analyzes a simple technique that accelerates the convergence of ite...
In the framework of column generation algorithms for Integer Lin- ear Programs, we propose a stabili...
AbstractColumn generation is often used to solve large-scale optimization problems, and much researc...
AbstractColumn generation algorithms are instrumental in many areas of applied optimization, where l...
International audienceColumn generation algorithms have been specially designed for solving mathemat...
Column generation algorithms are instrumental in many areas of applied optimization, where linear pr...
Stabilization procedures are critical feature to accelerate the convergence of column generation alg...
The convergence of a column generation algorithm can be improved in practice by using stabilization ...
García et al. present a class of column generation (CG) algorithms for nonlinear programs. Its main ...
AbstractThe classical column generation approach often shows a very slow convergence. Many different...
Garcia et al. [1] present a class of column generation (CG) algorithms for nonlinear programs. Its m...
Routing and logistics applications are often viewed as intractable for exact optimization tools. Al-...
Solving large scale nonlinear optimization problems requires either significant computing resource...
Routing and logistics applications are often viewed as intractable for exact optimization tools. Al-...
In the context of this dissertation we consider two mathematical optimization problems. The first c...
AbstractThis paper describes and analyzes a simple technique that accelerates the convergence of ite...
In the framework of column generation algorithms for Integer Lin- ear Programs, we propose a stabili...