2011
DOI: 10.1016/j.eswa.2011.04.065
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A hybrid multi-objective genetic algorithm for planning order release date in two-level assembly system with random lead times

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Cited by 10 publications
(11 citation statements)
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“…The model calculates the mathematical expectation of the total cost composed of inventory holding costs for components at all levels and for the finished product and a backlogging cost for the finished product. The proposed lower and upper bounds and recursive function which expresses the dependence among levels, enabled us to study assembly systems with more than two levels and thus extend the results of (Yano 1987a, Chu et al 1993, Tang and Grubbström 2003, Hnaien et al 2008a, Fallah-Jamshidi et al 2011and Borodin et al 2016. Specific techniques were introduced to reduce the initial cardinality of research space, they considerably decreases the percentage of branches to be pruned.…”
Section: Discussionmentioning
confidence: 99%
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“…The model calculates the mathematical expectation of the total cost composed of inventory holding costs for components at all levels and for the finished product and a backlogging cost for the finished product. The proposed lower and upper bounds and recursive function which expresses the dependence among levels, enabled us to study assembly systems with more than two levels and thus extend the results of (Yano 1987a, Chu et al 1993, Tang and Grubbström 2003, Hnaien et al 2008a, Fallah-Jamshidi et al 2011and Borodin et al 2016. Specific techniques were introduced to reduce the initial cardinality of research space, they considerably decreases the percentage of branches to be pruned.…”
Section: Discussionmentioning
confidence: 99%
“…An algorithm was developed to find optimal planned lead times, which minimize holding and backlogging costs. This study has been cited 148 times and in subsequent publications, models have been limited to one or two-level assembly systems (Chu et al 1993, Tang and Grubbström 2003, Mohebbi and Choobineh 2005, Hnaien et al 2008a, Fallah-Jamshidi et al 2011, Dolgui et al 2013and Borodin et al 2016. Chu et al (1993) addressed the same problem, but in the case of one-level assembly systems.…”
Section: Related Publicationsmentioning
confidence: 99%
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“…In terms of meta-heuristic approaches, only the work by Fallah-Jamshidi et al [61] was found in which order release dates are considered in the algorithm's encoding scheme. However, this approach was designed for an inventory control system in a two-level assembly, a less complex problem than the FJSSP.…”
Section: Integration Of Job Release Timesmentioning
confidence: 99%