Bidirectional Flow Shop Scheduling with Multi-Machine Capacity and Critical Operations Sequencing
We study a special bidirectional flow shop problem with multi-machine capacity and sequencing constraints on critical operations. A formulation is proposed in continuous time domain and compared with a mixed integer programming (MIP) formulation in discrete time domain. Of particular interest to us...
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sg-smu-ink.sis_research-13972010-09-24T06:36:22Z Bidirectional Flow Shop Scheduling with Multi-Machine Capacity and Critical Operations Sequencing ZHAO, ZhengYi LEONG, Thin Yin Ge, Shuzhi Sam LAU, Hoong Chuin We study a special bidirectional flow shop problem with multi-machine capacity and sequencing constraints on critical operations. A formulation is proposed in continuous time domain and compared with a mixed integer programming (MIP) formulation in discrete time domain. Of particular interest to us is the formulation of the machine utilization function - both in continuous time and in discrete time domain. Fast heuristics are proposed with the relaxation of the machine capacity. A Lagrangian-based heuristics procedure is used to further reduce the duality gap. The performance of the heuristic and Lagrangian relaxation is compared with optimal solutions experimentally. 2007-08-01T07:00:00Z text https://ink.library.smu.edu.sg/sis_research/398 info:doi/10.1109/ISIC.2007.4450927 Research Collection School Of Computing and Information Systems eng Institutional Knowledge at Singapore Management University Flow shop Job shop Machine capacity Critical operation sequencing Artificial Intelligence and Robotics Business Operations Research, Systems Engineering and Industrial Engineering |
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Flow shop Job shop Machine capacity Critical operation sequencing Artificial Intelligence and Robotics Business Operations Research, Systems Engineering and Industrial Engineering ZHAO, ZhengYi LEONG, Thin Yin Ge, Shuzhi Sam LAU, Hoong Chuin Bidirectional Flow Shop Scheduling with Multi-Machine Capacity and Critical Operations Sequencing |
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We study a special bidirectional flow shop problem with multi-machine capacity and sequencing constraints on critical operations. A formulation is proposed in continuous time domain and compared with a mixed integer programming (MIP) formulation in discrete time domain. Of particular interest to us is the formulation of the machine utilization function - both in continuous time and in discrete time domain. Fast heuristics are proposed with the relaxation of the machine capacity. A Lagrangian-based heuristics procedure is used to further reduce the duality gap. The performance of the heuristic and Lagrangian relaxation is compared with optimal solutions experimentally. |
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ZHAO, ZhengYi LEONG, Thin Yin Ge, Shuzhi Sam LAU, Hoong Chuin |
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ZHAO, ZhengYi LEONG, Thin Yin Ge, Shuzhi Sam LAU, Hoong Chuin |
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ZHAO, ZhengYi |
title |
Bidirectional Flow Shop Scheduling with Multi-Machine Capacity and Critical Operations Sequencing |
title_short |
Bidirectional Flow Shop Scheduling with Multi-Machine Capacity and Critical Operations Sequencing |
title_full |
Bidirectional Flow Shop Scheduling with Multi-Machine Capacity and Critical Operations Sequencing |
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Bidirectional Flow Shop Scheduling with Multi-Machine Capacity and Critical Operations Sequencing |
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Bidirectional Flow Shop Scheduling with Multi-Machine Capacity and Critical Operations Sequencing |
title_sort |
bidirectional flow shop scheduling with multi-machine capacity and critical operations sequencing |
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Institutional Knowledge at Singapore Management University |
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2007 |
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https://ink.library.smu.edu.sg/sis_research/398 |
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1770570411005706240 |