Minimizing the Makespan in the Relocation Project with Arbitrary Release Date
碩士 === 國立交通大學 === 資訊管理研究所 === 102 === The relocation problems have received considerable research attention in recent years. This study considers the relocation problem with release dates constraints. A feasible schedule must satisfy the resource constraints and release date constraints simultaneous...
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ndltd-TW-102NCTU53960242019-05-15T21:50:57Z http://ndltd.ncl.edu.tw/handle/3f882y Minimizing the Makespan in the Relocation Project with Arbitrary Release Date 考慮起始時間之重置計畫: 完工時間之最小化 Chuang, Fu-Yen 莊復嚴 碩士 國立交通大學 資訊管理研究所 102 The relocation problems have received considerable research attention in recent years. This study considers the relocation problem with release dates constraints. A feasible schedule must satisfy the resource constraints and release date constraints simultaneously. The introduction of release dates makes the problem NP-hard in its general form. In this thesis, we present an integer programming model to formulate the problem and propose several solution methods. We indicate whether some different special cases of the problem can be solved in polynomial time or not. If it can, efficient solution algorithms are proposed. On the other hand, if it cannot, proofs are provided to show the NP-hardness. Moreover, tabu search is adopted for handing this hard problem. In order to improve the performance of tabu search, heuristics algorithms are designed to produce initial solutions. We conduct a series of computational experiments to evaluate the effectiveness and efficiency of all of the proposed algorithms. B.M.T Lin 林妙聰 2014 學位論文 ; thesis 62 en_US |
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碩士 === 國立交通大學 === 資訊管理研究所 === 102 === The relocation problems have received considerable research attention in recent years. This study considers the relocation problem with release dates constraints. A feasible schedule must satisfy the resource constraints and release date constraints simultaneously. The introduction of release dates makes the problem NP-hard in its general form. In this thesis, we present an integer programming model to formulate the problem and propose several solution methods. We indicate whether some different special cases of the problem can be solved in polynomial time or not. If it can, efficient solution algorithms are proposed. On the other hand, if it cannot, proofs are provided to show the NP-hardness. Moreover, tabu search is adopted for handing this hard problem. In order to improve the performance of tabu search, heuristics algorithms are designed to produce initial solutions. We conduct a series of computational experiments to evaluate the effectiveness and efficiency of all of the proposed algorithms.
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B.M.T Lin |
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B.M.T Lin Chuang, Fu-Yen 莊復嚴 |
author |
Chuang, Fu-Yen 莊復嚴 |
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Chuang, Fu-Yen 莊復嚴 Minimizing the Makespan in the Relocation Project with Arbitrary Release Date |
author_sort |
Chuang, Fu-Yen |
title |
Minimizing the Makespan in the Relocation Project with Arbitrary Release Date |
title_short |
Minimizing the Makespan in the Relocation Project with Arbitrary Release Date |
title_full |
Minimizing the Makespan in the Relocation Project with Arbitrary Release Date |
title_fullStr |
Minimizing the Makespan in the Relocation Project with Arbitrary Release Date |
title_full_unstemmed |
Minimizing the Makespan in the Relocation Project with Arbitrary Release Date |
title_sort |
minimizing the makespan in the relocation project with arbitrary release date |
publishDate |
2014 |
url |
http://ndltd.ncl.edu.tw/handle/3f882y |
work_keys_str_mv |
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