2017
DOI: 10.1016/j.cie.2017.03.006
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Two stage particle swarm optimization to solve the flexible job shop predictive scheduling problem considering possible machine breakdowns

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Cited by 104 publications
(39 citation statements)
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“…Plusieurs méthodes de ré-ordonnancement ont été proposées. Par exemple, pour le problème de type job shop classique, nous avons identifié la méthode de décalage à droite, le réordonnancement total et le ré-ordonnancement partiel (Nouiri et al, 2017). Avant de présenter la technique de ré-ordonnancement proposée, nous détaillons le type de perturbation considéré.…”
Section: Figure 4 Pseudo Code Du Comportement En Ligne De L'agent Aouunclassified
“…Plusieurs méthodes de ré-ordonnancement ont été proposées. Par exemple, pour le problème de type job shop classique, nous avons identifié la méthode de décalage à droite, le réordonnancement total et le ré-ordonnancement partiel (Nouiri et al, 2017). Avant de présenter la technique de ré-ordonnancement proposée, nous détaillons le type de perturbation considéré.…”
Section: Figure 4 Pseudo Code Du Comportement En Ligne De L'agent Aouunclassified
“…However, the makespan of a schedule will be affected by RMDs in practice [16][17][18]. Since RMDs postpone the completion time of operations, the actual makespan C r max of a schedule will be delayed.…”
Section: Problem Definitionmentioning
confidence: 99%
“…The values of the input variant vector x i can be determined once a schedule s i is generated based on the ith individual in the initial population P 0 . Since the EMD cannot be analytically calculated, it will be evaluated by the Monte Carlo approximation ∆ sim c as shown in Equation (17). After the training data set D c is constructed, the Multiple Linear Regression will be used to determine the coefficients of the meta-model ∆ a c for the EMD,…”
Section: Meta-model Of the Emdmentioning
confidence: 99%
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“…Predictive role: This off-line role consists of calculating a predictive schedule that minimizes makespan and energy consumption. The predictive solution is determined by a particle swarm optimization (PSO) algorithm proposed in [54] where a particle represents a potential solution to the problem. Each of these particles is characterized by a position vector, a velocity that allows the particle to move and a neighbourhood, a set of particles (neighbours), that interact directly with the particle, in particular that which has the best criterion.…”
mentioning
confidence: 99%