informs ® doi 10.1287/opre.1050.0234 © 2005 INFORMS Dantzig-Wolfe decomposition and column generation, devised for linear programs, is a success story in large-scale integer programming. We outline and relate the approaches, and survey mainly recent contributions, not yet found in textbooks. We emphasize the growing understanding of the dual point of view, which has brought considerable progress to the column generation theory and practice. It stimulated careful initializations, sophisticated solution techniques for the restricted master problem and subproblem, as well as better overall performance. Thus, the dual perspective is an ever recurring concept in our “selected topics.” Subject classifications: integer programming: column generati...
Column generation is a well-known and widely practiced technique for solving linear programs with to...
International audienceWhen a column generation approach is applied to decomposable mixed integer pro...
The NP-hard Covering Integer Programming minimization problem models manyreal-case applications. Cov...
Abstract We give a didactic introduction to the use of the column generation technique in linear and...
Large scale Mixed Integer Programming (MIP) optimization models are intricate to solve. When the mod...
The Dantzig-Wolfe decomposition has been extended to Integer Linear Programming (ILP) and Mixed Inte...
Column generation is a linear programming method in which a dual solution of the master problem is e...
International audienceExtended formulations entail working in an extended variable space which typic...
We describe a new approach to produce integer feasible columns to a set partitioning problem directl...
Column generation is a linear programming method that, when combined with appropriate integer progra...
Dantzig-Wolfe decomposition as applied to an integer program is a specific form of problem reformula...
In column generation schemes, particularly those proposed for set partitioning type problems, dynami...
This paper presents in a unied form a column generation scheme for in-teger programming. The scheme ...
Column generation algorithms are instrumental in many areas of applied optimization, where linear pr...
We discuss formulations of integer programs with a huge number of variables and their solution by co...
Column generation is a well-known and widely practiced technique for solving linear programs with to...
International audienceWhen a column generation approach is applied to decomposable mixed integer pro...
The NP-hard Covering Integer Programming minimization problem models manyreal-case applications. Cov...
Abstract We give a didactic introduction to the use of the column generation technique in linear and...
Large scale Mixed Integer Programming (MIP) optimization models are intricate to solve. When the mod...
The Dantzig-Wolfe decomposition has been extended to Integer Linear Programming (ILP) and Mixed Inte...
Column generation is a linear programming method in which a dual solution of the master problem is e...
International audienceExtended formulations entail working in an extended variable space which typic...
We describe a new approach to produce integer feasible columns to a set partitioning problem directl...
Column generation is a linear programming method that, when combined with appropriate integer progra...
Dantzig-Wolfe decomposition as applied to an integer program is a specific form of problem reformula...
In column generation schemes, particularly those proposed for set partitioning type problems, dynami...
This paper presents in a unied form a column generation scheme for in-teger programming. The scheme ...
Column generation algorithms are instrumental in many areas of applied optimization, where linear pr...
We discuss formulations of integer programs with a huge number of variables and their solution by co...
Column generation is a well-known and widely practiced technique for solving linear programs with to...
International audienceWhen a column generation approach is applied to decomposable mixed integer pro...
The NP-hard Covering Integer Programming minimization problem models manyreal-case applications. Cov...