2012
DOI: 10.1080/13675567.2012.741220
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A genetic algorithm approach for quay crane scheduling with non-interference constraints at Narvik container terminal

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Cited by 21 publications
(8 citation statements)
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“…Zhang and Rose [1] and Al-Dhaheri et al [19] used a GA together with a simulation approach to solve the crane scheduling problem and to obtain an optimal integrated crane schedule. A GA was also used to study the quay crane scheduling problem [20][21][22]28] and its extended problems, such as berth allocation and quay crane assignment problem [23] , quay crane assignment and scheduling problem [25] , quay crane scheduling problem with draft and trim constraints [29] , and integrated quay crane and yard truck scheduling problem [31] . Other problems using GAs include the scheduling problems of multiple vehicles/cranes along a common lane [24,26,27,30] and the yard crane scheduling problem with a noninterference constraint in a container terminal [32] .…”
Section: Literature Reviewmentioning
confidence: 99%
“…Zhang and Rose [1] and Al-Dhaheri et al [19] used a GA together with a simulation approach to solve the crane scheduling problem and to obtain an optimal integrated crane schedule. A GA was also used to study the quay crane scheduling problem [20][21][22]28] and its extended problems, such as berth allocation and quay crane assignment problem [23] , quay crane assignment and scheduling problem [25] , quay crane scheduling problem with draft and trim constraints [29] , and integrated quay crane and yard truck scheduling problem [31] . Other problems using GAs include the scheduling problems of multiple vehicles/cranes along a common lane [24,26,27,30] and the yard crane scheduling problem with a noninterference constraint in a container terminal [32] .…”
Section: Literature Reviewmentioning
confidence: 99%
“…Using metaheuristics, the resolving of the crane split problem can be automated. The authors in [16][17][18][19] have used genetic algorithm for solving crane split problems. Besides the genetic algorithm, which is the most popular metaheuristic inspired by nature, there are two research papers [20,21] in which the authors have used particle swarm optimization algorithm inspired by nature to resolve this crane split problem.…”
Section: Crane Splitmentioning
confidence: 99%
“…Many existing papers possess some of these properties. The single dimensional structure and the makespan objective alone are frequently found in the literature (Diabat and Theodoru 2014;Javanshir and Seyedalizadeh-Ganji 2010;Lee and Chen 2010;Lee and Wang 2010;Lee et al 2008;Lim et al 2007;Tang et al 2014;Zhu and Lim 2006), along with papers containing problems with more similar features, such as those of Guan et al (2013), Hakam et al (2012), Liu et al (2006), andRodriguez-Molins et al (2014). Each of these problems contains four of the same features as the TRPP, but again, differences are significant.…”
Section: Literature Reviewmentioning
confidence: 99%