An appropriate tabu search implementation is designed to solve the resource constrained project scheduling problem. This approach uses well defined move strategies and a structured neighbourhood, defines appropriate tabu status and tenure and takes account of objective function approximation to speed up the search process. A sound understanding of the problem has helped in many ways in designing and enhancing the tabu search methodology. The method uses diversification, intensification and handles infeasibility via strategic oscillation. The above methodology is tested on existing problems from the literature and also on parametrically generated problems with encouraging results. For comparison of results, optimal solutions are used in the ...
This paper proposes a local search algorithm that makes use of a complex neighborhood relation based...
[[abstract]]This study considers production planning problems involving multiple products, multiple ...
We present a new heuristic for solving the resource-constrained project scheduling problem. The met...
International audience An appropriate tabu search implementation is designed to solve the resource c...
In this study, the Single Resource-Constrained Project Scheduling Problem (SRCPSP) is considered. Th...
When the project is scheduled with a given set of resources, it is difficult to find the optimal sol...
International audienceThe scheduling problem under study may be viewed as an extension of the standa...
The Resource Constrained Project Scheduling Problem (RCPS) is a well known difficult combinatorial o...
International audienceIn this paper, we propose an interactive method to solve a bi-objective resour...
Project management has become a widespread instrument enabling organizations to efficiently master t...
This paper investigates the resource-constrained project scheduling problem with alternative subgrap...
This paper proposes an improved SLA^* (search and learning A^* algorithm) for solving resource-const...
Abstract—In this paper we describe a tabu search based approach to the scheduling problem in project...
Resource scheduling has been a major concern for decades in construction projects. However, most of ...
International audienceWe discuss the problem of project scheduling encountered in an assembly enterp...
This paper proposes a local search algorithm that makes use of a complex neighborhood relation based...
[[abstract]]This study considers production planning problems involving multiple products, multiple ...
We present a new heuristic for solving the resource-constrained project scheduling problem. The met...
International audience An appropriate tabu search implementation is designed to solve the resource c...
In this study, the Single Resource-Constrained Project Scheduling Problem (SRCPSP) is considered. Th...
When the project is scheduled with a given set of resources, it is difficult to find the optimal sol...
International audienceThe scheduling problem under study may be viewed as an extension of the standa...
The Resource Constrained Project Scheduling Problem (RCPS) is a well known difficult combinatorial o...
International audienceIn this paper, we propose an interactive method to solve a bi-objective resour...
Project management has become a widespread instrument enabling organizations to efficiently master t...
This paper investigates the resource-constrained project scheduling problem with alternative subgrap...
This paper proposes an improved SLA^* (search and learning A^* algorithm) for solving resource-const...
Abstract—In this paper we describe a tabu search based approach to the scheduling problem in project...
Resource scheduling has been a major concern for decades in construction projects. However, most of ...
International audienceWe discuss the problem of project scheduling encountered in an assembly enterp...
This paper proposes a local search algorithm that makes use of a complex neighborhood relation based...
[[abstract]]This study considers production planning problems involving multiple products, multiple ...
We present a new heuristic for solving the resource-constrained project scheduling problem. The met...