1999
DOI: 10.1016/s0377-2217(98)00113-1
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Deterministic job-shop scheduling: Past, present and future

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Cited by 611 publications
(260 citation statements)
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References 150 publications
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“…The problem has been known for years in the scheduling theory as a particularly hard combinatorial optimisation case. Although in the last three decades a lot of effort has been put into research in this area, good results have appeared quite recently, see state-of-the-art papers by Bl ażewicz, Domschke, and Pesch (1996), Vaessens, Aarts, and Lenstra (1996), and Jain and Meeran (1999), supplemented by a few recent studies (Jain, Rangaswamy, and Meeran, 2000;Pezella and Merelli, 2000;Nowicki and Smutnicki, 2001).…”
Section: Introductionmentioning
confidence: 99%
“…The problem has been known for years in the scheduling theory as a particularly hard combinatorial optimisation case. Although in the last three decades a lot of effort has been put into research in this area, good results have appeared quite recently, see state-of-the-art papers by Bl ażewicz, Domschke, and Pesch (1996), Vaessens, Aarts, and Lenstra (1996), and Jain and Meeran (1999), supplemented by a few recent studies (Jain, Rangaswamy, and Meeran, 2000;Pezella and Merelli, 2000;Nowicki and Smutnicki, 2001).…”
Section: Introductionmentioning
confidence: 99%
“…However, the definition of a performing solution is quite difficult, depending on the job-shop environment, process constrains, and performance indicators [13]. Numerous approaches have been reported for the modelling and solving of the job-shop scheduling problem [14]. Wang et al [15] proposed the development of an application using a genetic algorithm including a chromosome representation in seven different machines of a job floor that enables a dynamic job-shop scheduling within complex production systems.…”
Section: State Of the Artmentioning
confidence: 99%
“…Due to its extreme intractability, it has been used extensively to test the performance of a wide range of solution strategies, ranging from neural networks to mixed integer linear programming. Extensive reviews have been performed by Blazewicz et al (1996) and Jain and Meeran (1999).…”
Section: The Problem Contextmentioning
confidence: 99%