Add to ORKGThis paper develops a simple, dual-based, and monotonic bounding procedure for solving integer linear programs. Although it is dual-based, it can be usefully applied for integer programs for which the LP relaxation yields good bounds but cannot be solved easily by direct methods. Preliminary results of the application of the procedure on a class of real-world problems are promising
The thesis argues the case for exploiting certain structures in integer linear programs.\ud \ud Inte...
The paper describes a method to solve an ILP by describing whether an approximated integer solution ...
The thesis argues the case for exploiting certain structures in integer linear programs. Integer ...
This paper develops a simple, dual-based, and monotonic bounding procedure for solving integer linea...
In this work, we propose a strategy for computing valid lower bounds for a specific class of integer...
This thesis is an expository work based on the paper entitled An Integer Programming Problem with a...
International audienceIn this book the author analyzes and compares four closely related problems, n...
This thesis is an expository work based on the paper entitled An Integer Programming Problem with a...
International audienceIn this book the author analyzes and compares four closely related problems, n...
International audienceIn this book the author analyzes and compares four closely related problems, n...
In this paper we describe a new branch and bound algorithm for solving 0-1 integer linear programs (...
The purpose of this thesis is to provide analysis of the modem development of the methods for soluti...
The theory of duality for linear programs is well-developed and has been successful in advancing bot...
Both cutting plane methods and traditional decomposition methods are procedures that compute a bound...
For certain integer programs, one way to obtain a strong dual bound is to use an extended formulatio...
The thesis argues the case for exploiting certain structures in integer linear programs.\ud \ud Inte...
The paper describes a method to solve an ILP by describing whether an approximated integer solution ...
The thesis argues the case for exploiting certain structures in integer linear programs. Integer ...
This paper develops a simple, dual-based, and monotonic bounding procedure for solving integer linea...
In this work, we propose a strategy for computing valid lower bounds for a specific class of integer...
This thesis is an expository work based on the paper entitled An Integer Programming Problem with a...
International audienceIn this book the author analyzes and compares four closely related problems, n...
This thesis is an expository work based on the paper entitled An Integer Programming Problem with a...
International audienceIn this book the author analyzes and compares four closely related problems, n...
International audienceIn this book the author analyzes and compares four closely related problems, n...
In this paper we describe a new branch and bound algorithm for solving 0-1 integer linear programs (...
The purpose of this thesis is to provide analysis of the modem development of the methods for soluti...
The theory of duality for linear programs is well-developed and has been successful in advancing bot...
Both cutting plane methods and traditional decomposition methods are procedures that compute a bound...
For certain integer programs, one way to obtain a strong dual bound is to use an extended formulatio...
The thesis argues the case for exploiting certain structures in integer linear programs.\ud \ud Inte...
The paper describes a method to solve an ILP by describing whether an approximated integer solution ...
The thesis argues the case for exploiting certain structures in integer linear programs. Integer ...