Some dominance properties for single-machine tardiness problems with sequence-dependent setup
Xiaochuan Luo, Chengbin Chu, Chengen Wang
Abstract
Xiaochuan Luo, Chengbin Chu, Chengen Wang
Abstract
Some dominance properties are proposed for the NP-hard problems of scheduling N jobs on a single machine with due dates, and sequence-dependent setup times. The algorithms based on Ragatz's branch and bound scheme with the dominance properties are developed to minimize the maximum tardiness or the total tardiness. Computational experiments demonstrate the effectiveness of the dominance rules.
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Some dominance properties are proposed for the NP-hard problems of scheduling N jobs on a single machine with due dates, and sequence-dependent setup times. The algorithms based on Ragatz's branch and bound scheme with the dominance properties are developed to minimize the maximum tardiness or the total tardiness. Computational experiments demonstrate the effectiveness of the dominance rules.
Key concepts: Tardiness, Dominance (genetics), Due date, Scheduling (production processes), Retard, Mathematical optimization, Sequence (biology), Computer science