2019
DOI: 10.1080/01605682.2019.1609883
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Solving the resource-constrained multi-project scheduling problem with an improved critical chain method

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Cited by 15 publications
(8 citation statements)
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“…Constraint (3) represents the local resource constraint to ensure that at any time point t, the local resource r required by all activities does not exceed the available capacity of resource r. Constraint (4) ensures that the finish-to-start precedence relationships are fulfilled, i.e., any activity cannot start until all its predecessor activities have been completed. Constraint (5) indicates that the start time of project i cannot be earlier than its release time ad i , where x i0t equals 1 if dummy start activity a i0 ends at time t, and equals 0 otherwise. Constraint (6) denotes the decision variable.…”
Section: ) Local Scheduling Modelmentioning
confidence: 99%
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“…Constraint (3) represents the local resource constraint to ensure that at any time point t, the local resource r required by all activities does not exceed the available capacity of resource r. Constraint (4) ensures that the finish-to-start precedence relationships are fulfilled, i.e., any activity cannot start until all its predecessor activities have been completed. Constraint (5) indicates that the start time of project i cannot be earlier than its release time ad i , where x i0t equals 1 if dummy start activity a i0 ends at time t, and equals 0 otherwise. Constraint (6) denotes the decision variable.…”
Section: ) Local Scheduling Modelmentioning
confidence: 99%
“…The multi-project operation mode has become the primary way for many enterprises to manage complex tasks efficiently. As an extension of the RCPSP, the resource-constrained multi-project scheduling problem (RCMPSP) has been widely studied in recent years [5]- [8]. The RCMPSP not only needs to satisfy the priority relationship constraints and local resource constraints, but also involves the reasonable allocation of global resources among projects when scheduling multi-project activities.…”
Section: Introductionmentioning
confidence: 99%
“…Zoraghi et al [36] studied the combination of a multimode project scheduling problem and material ordering, and used multiobjective evolutionary algorithms, including intensity Pareto evolution II, multiobjective particle swarm optimization and multiobjective evolution based on decomposition, to solve the developed three-objective problem. Tian et al [37] proposed an improved critical chain technology for solving resource-constrained multiproject scheduling by studying the resource flow characteristics of single project, multiproject and activity. GAs are based on biological evolution compared with the other algorithms.…”
Section: Resource-constrained Project Scheduling Problemmentioning
confidence: 99%
“…Resource buffers, which are placed on the critical chain, ensure the required resource availability when needed [31]. Feeding buffers are added at the end of a non-critical chain [32] to ensure critical activities will not wait for any sub-critical activities. A project buffer, at the end of the schedule, protects against unpredictable failures, accidents, and delays [33].…”
Section: Rework Management With Ccpmmentioning
confidence: 99%