2023
DOI: 10.1016/j.cor.2022.105999
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Unrelated parallel machine scheduling with eligibility constraints and delivery times to minimize total weighted tardiness

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Cited by 24 publications
(4 citation statements)
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“…In injection molding industry it is necessary to plan in advance the production scheduling, to maximize the system productivity and resource efficiency [5]. In some environments there are several machines that can be used in parallel to process jobs [7], and usually the objective is to optimize a certain time-related metric [9].…”
Section: Scheduling Problemsmentioning
confidence: 99%
“…In injection molding industry it is necessary to plan in advance the production scheduling, to maximize the system productivity and resource efficiency [5]. In some environments there are several machines that can be used in parallel to process jobs [7], and usually the objective is to optimize a certain time-related metric [9].…”
Section: Scheduling Problemsmentioning
confidence: 99%
“…Pulansari & M. (2021) did research regarding UPMSP with the concern of setup duration that is dependent on one another and solved it using Ant Colony Optimization in an effort to minimize makespan and tardiness which in turn lowers the company's waste of resources. The previous study addressed UPMSP which involved the delivery times of a job from a machine that is dependent on one another and also eligibility concerns to minimize the total weighted tardiness (Maecker et al, 2023). Lei & Yang (2022) did a UPMSP study with the collaboration of preventive maintenance and sequence-dependent setup duration times which arrangement is dependent on each one of them.…”
Section: Literature Review Unrelated Parallel Machine Scheduling Prob...mentioning
confidence: 99%
“…Several priority rule-based algorithms have been studied to minimize total tardiness for parallel machine scheduling problems [4,[8][9][10]. Recently, a variable neighborhood search algorithm was applied to search for a schedule to minimize total weighted tardiness in a parallel machine scheduling problem with eligibility constraints, and it is better than a mixed integer linear programming and existing models [11]. However, the scheduling performances of these algorithms are not guaranteed in a real manufacturing environment since they simply consider the preference of jobs and machines in a myopic manner.…”
Section: Introductionmentioning
confidence: 99%