2013
DOI: 10.1016/j.cor.2013.02.024
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Makespan minimization flowshop with position dependent job processing times—computational complexity and solution algorithms

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Cited by 19 publications
(3 citation statements)
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“…The results obtained from the use of heuristics depend on the system configuration: single machine problem (14.3%), parallel machine problem (25.7%), and flowshop problem (40.3%). Dispatching rules are the most frequently employed e.g., earliest due date (EDD), shortest processing time (SPT), weighted shortest processing time (WSPT), as well as the Framinan and Leisten (FL) and Nawaz, Enscore, Ham (NEH)-based heuristics [101,102]. Note that most of the authors tested the performance of the heuristics against each other.…”
Section: Heuristicsmentioning
confidence: 99%
“…The results obtained from the use of heuristics depend on the system configuration: single machine problem (14.3%), parallel machine problem (25.7%), and flowshop problem (40.3%). Dispatching rules are the most frequently employed e.g., earliest due date (EDD), shortest processing time (SPT), weighted shortest processing time (WSPT), as well as the Framinan and Leisten (FL) and Nawaz, Enscore, Ham (NEH)-based heuristics [101,102]. Note that most of the authors tested the performance of the heuristics against each other.…”
Section: Heuristicsmentioning
confidence: 99%
“…A. Rudek and R. Rudek [4] proved the ordinary NP-hardness for two-machine flow shop makespan problem when job processing times are described by nondecreasing position dependent functions (aging effect) on at least one machine and indicated the strong NP-hardness if job processing times are varying on both machines. Aydilek and Allahverdi [5] presented a polynomial time heuristic algorithm for the twomachine flow shop makespan problem with release dates.…”
Section: Introductionmentioning
confidence: 99%
“…Although recently heuristic and meta-heuristic algorithms are frequently used in fields close to ATP such as lot sizing (Li et al, 2014;Motta Toledo et al, 2013), production planning (Figueira et al, 2013;Almeder & Hartl, 2013;Seker et al, 2013;Lamghari & Dimitrakopoulos, 2012;Wang & Zheng, 2013;Kazemi Zanjani et al, 2013;Han et al, 2012) or scheduling (Rudek & Rudek, 2013;Behnamian & Fatemi Ghomi, 2013;Lamghari et al, 2013;Eskandari & Hosseinzadeh, 2013Wauters et al, 2012Merdan et al, 2012), just a few studies in the ATP literature have taken advantage of them (Cheng & Cheng, 2011;C-Ritzo et al, 2011;Jeong et al, 2002 In this section, in order to solve medium and large size problems we present a two-phase heuristic algorithm. The first phase is designed to generate an initial solution, which includes allocating the most proper WIP to every order to reduce the total weighted remaining processing time and make an initial feasible schedule.…”
Section: Heuristic Algorithm For Inventory Allocation and Order Schedmentioning
confidence: 99%