2013
DOI: 10.1504/ijdmmm.2013.057685
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A dynamic resource constrained project scheduling problem

Abstract: In this paper, we present a variant of classical scheduling problems which deal with restricted resources. Unlike other models studied in the literature, the proposed model has no upper bound for the amount of available resources. The objective of this variant is to find a solution that maximises this amount at the end of the planning horizon. A hybrid evolutionary algorithm is proposed for this problem presenting very promising computational results.

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Cited by 3 publications
(2 citation statements)
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“…The use of adaptive memory in metaheuristics is very promising as seen by (Glover & Kochenberger,2003), (Pailla et al, 2010) and (Silva & Ochi, 2010). The path to become a self-adaptive heuristic algorithm may be related to the process of calibration of its parameters and to use relevant information from past iterations in a search process.…”
Section: Adaptive Memorymentioning
confidence: 99%
“…The use of adaptive memory in metaheuristics is very promising as seen by (Glover & Kochenberger,2003), (Pailla et al, 2010) and (Silva & Ochi, 2010). The path to become a self-adaptive heuristic algorithm may be related to the process of calibration of its parameters and to use relevant information from past iterations in a search process.…”
Section: Adaptive Memorymentioning
confidence: 99%
“…Em Silva & Ochi (2006), foi proposta uma modelagem matemática (F1), na forma de um programa inteiro misto, para o PEPRRD. A formulação foi muito útil para que instâncias pequenas fossem resolvidas até a sua otimalidade e os resultados fossem comparados com os métodos heurísticos apresentados naquele trabalho.…”
Section: Formulações Matemáticas Para O Peprrdunclassified