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題名:Minimizing the Number of Tardy Jobs on a Two-Stage Assembly Flowshop
書刊名:工業工程學刊
作者:Allahverdi, AliAydilek, AsiyeAydilek, Harun
出版日期:2016
卷期:33:6
頁次:頁391-403
主題關鍵詞:SchedulingAssembly flowshopNumber of tardy jobsHeuristic
原始連結:連回原系統網址new window
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  • 被引用次數被引用次數:期刊(0) 博士論文(0) 專書(0) 專書論文(0)
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  • 共同引用共同引用:2
  • 點閱點閱:23
The objective of minimizing the number of tardy jobs is important as it is directly related to the percentage of on-time shipments, which is often used to rate managers’ performance in many manufacturing environments. To the best of our knowledge, the assembly flowshop scheduling problem with this objective has not been addressed so far, and thus is addressed in this paper. Given that the problem is NP-hard, different heuristics are proposed for the problem in this paper. The proposed heuristics are genetic algorithm (GA), improved genetic algorithm (IGA), simulated annealing algorithm with three different neighborhood structures (SA-1, SA-2, SA-3), Dhouib et al.’s simulated annealing algorithm (DSA), and an improved cloud theory-based simulated annealing algorithm (CSA). The heuristics are evaluated based on extensive computational experiments and all the heuristics were run for the same computational time for a fair comparison. The experiments reveal that the overall average errors of DSA, GA, IGA, CSA, SA-1, SA-2, SA-3 were 20.53, 13.49, 11.64, 3.27, 2.81, 1.92, and 0.56, respectively. Therefore, the proposed heuristic of SA-3 reduces the error of DSA, GA, IGA, CSA, SA-1, SA-2 by about 97, 96, 95, 83, 80, and 71%, respectively. All the results are statistically confirmed.
期刊論文
1.Allahverdi, A.、Gupta, J. N. D.、Aldowiasan, T.(1999)。A Review of Scheduling Research Involving Setup Considerations。Omega: The International Journal of Management Science,27,219-239。  new window
2.Allahverdi, A.、Al-Anzi, F. S.(2006)。A PSO and a Tabu search heuristics for the assembly scheduling problem of the two-stage distributed data application。Computers & Operations Research,33,1056-1080。  new window
3.Moore, J. M.(1968)。An n Job, one machine sequencing algorithm for minimizing the number of late jobs。Management Science,15,102-109。  new window
4.Lenstra, J. K.、Rinnooy Kan, A. H. G.、Brucker, P.(1977)。Complexity of machine scheduling problems。Annals of Discrete Mathematics,1,343-362。  new window
5.Al-Anzi, Fawaz S.、Allahverdi, Ali(20060700)。A Hybrid Tabu Search Heuristic for the Two-Stage Assembly Scheduling Problem。International Journal of Operations Research,3(2),109-119。new window  new window
6.Allahverdi, Ali、Al-Anzi, Fawaz S.(2006)。Evolutionary heuristics and an algorithm for the two-stage assembly scheduling problem to minimize makespan with setup times。International Journal of Production Research,44,4713-4735。  new window
7.Allahverdi, Ali、Al-Anzi, Fawaz S.(2008)。The two-stage assembly flowshop scheduling problem with bicriteria of makespan and mean completion time。International Journal of Advanced Manufacturing Technology,37(1/2),166-177。  new window
8.Allahverdi, Ali、Al-Anzi, Fawaz S.(2009)。The two-stage assembly scheduling problem to minimize total completion time with setup times。Computers & Operations Research,36,2740-2747。  new window
9.Haouari, M.、Daouas, T.(1999)。Optimal scheduling of the 3-machine assembly-type flow shop。RAIRO--Operations Research,33,439-445。  new window
10.Hariri, A. M. A.、Potts, C. N.(1997)。A branch and bound algorithm for the two-stage assembly scheduling problem。European Journal of Operational Research,103,547-556。  new window
11.Potts, C. N.、Sevast'janov, S. V.、Strusevich, V. A.、Van Wassenhove, L. N.、Zwaneveld, C. M.(1995)。The two-stage assembly scheduling problem: Complexity and approximation。Operations Research,43,346-355。  new window
12.Sun, X.、Morizawa, K.、Nagasawa, H.(2003)。Powerful heuristics to minimize makespan in fixed, 3-machine, assembly-type flowshop scheduling。European Journal of Operational Research,146,498-516。  new window
13.Torabzadeh, E.、Zandieh, M.(2010)。Cloud theory-based simulated annealing approach for scheduling in the two-stage assembly flowshop。Advances in Engineering Software,41,1238-1243。  new window
14.Tozkapan, A.、Kirca, Ö.、Chung, C. S.(2003)。A branch and bound algorithm to minimize the total weighted flowtime for the two-stage assembly scheduling problem。Computers & Operations Research,30,309-320。  new window
15.Allahverdi, A.、Ng, C. T.、Cheng, T. C. E.、Kovalyov, M. Y.(2008)。A survey of scheduling problems with setup times or costs。European Journal of Operational Research,187,985-1032。  new window
16.Lee, C. Y.、Cheng, T. C. E.、Lin, B. M. T.(1993)。Minimizing the makespan in the 3-machine assembly-type flowshop scheduling problem。Management Science,39,616-625。  new window
17.Hall, N. G.、Posner, M. E.(2001)。Generating experimental data for computational testing with machine scheduling applications。Operations Research,49,854-865。  new window
18.Vinod, V.、Sridharan, R.(2009)。Simulation-based metamodels for scheduling a dynamic job shop with sequence-dependent setup times。International Journal of Production Research,47,1425-1447。  new window
19.Ruiz, R.、Maroto, C.、Alcaraz, J.(2006)。Two new robust genetic algorithms for the flowshop scheduling problem。Omega,34(5),461-476。  new window
20.Bean, J. C.(1994)。Genetic algorithms and random keys for sequencing and optimization。ORSA Journal on Computing,6(2),154-160。  new window
21.Seo, D. K.、Klein, C. M.、Jang, W.(2005)。Single machine stochastic scheduling to minimize the expected number of tardy jobs using mathematical programming models。Computers & Industrial Engineering,48,153-161。  new window
22.Al-Anzi, F. S.、Allahverdi, A.(2007)。A self-adaptive differential evolution heuristic for two-stage assembly scheduling problem to minimize maximum lateness with setup times。European Journal of Operational Research,182,80-94。  new window
23.Aldowaisan, T.、Allahverdi, A.(2012)。No-wait flowshop scheduling problem to minimize the number of tardy jobs。The International Journal of Advanced Manufacturing Technology,61,311-323。  new window
24.Allahverdi, A.(2015)。The third comprehensive survey on scheduling problems with setup times/costs。European Journal of Operational Research,246(2),345-378。  new window
25.Allahverdi, A.、Aydilek, H.(2015)。The two stage assembly flowshop scheduling problem to minimize total tardiness。Journal of Intelligent Manufacturing,26,225-237。  new window
26.Chang, P. C.、Chen, S. H.、Fan, C. Y.、Chan, C. L.(2008)。Genetic algorithm integrated with artificial chromosomes for multi-objective flowshop scheduling problems。Applied Mathematics and Computation,205,550-561。  new window
27.Choi, H.-S.、Lee, D.-H.(2009)。Scheduling algorithms to minimize the number of tardy jobs in two-stage hybrid flow shops。Computers and Industrial Engineering,56,113-120。  new window
28.Crocea, F. D.、Gupta, J. N. D.、Tadei, R.(2000)。Minimizing tardy jobs in a flowshop with common due date。European Journal of Operational Research,120,375-381。  new window
29.Dhouib, E.、Teghem, J.、Loukil, T.(2013)。Minimizing the number of tardy jobs in a permutation flowshop scheduling problem with setup times and time lags constraints。Journal of Mathematical Modeling Algorithms,12,85-99。  new window
30.Jolai, F.、Rabbani, M.、Amalnick, S.、Dabaghi, A.、Dehghan, M.、Parast, M.(2007)。Genetic algorithm for bi-criteria single machine scheduling problem of minimizing maximum earliness and number of tardy jobs。Applied Mathematics and Computation,194,552-560。  new window
31.Naderi, B.、Khalili, M.、Taghavifard, M. T.、Roshanaei, V.(2008)。A variable neighborhood search for hybrid flexible flowshops with setup times minimizing total completion time。Journal of Applied Sciences,8,2843-2850。  new window
32.Onwubolu, G.、Mutingi, M.(1999)。Genetic algorithm for minimizing tardiness in flow-shop scheduling。Production Planning & Control,10,462-471。  new window
33.Rajkumar, R.、Shahabudeen, P.(2009)。An improved genetic algorithm for the flowshop scheduling problem。International Journal of Production Research,47,233-249。  new window
34.Soroush, H. M.(2012)。Solving the single machine scheduling problem with general job-dependent past-sequence-dependent setup times and learning effects。European Journal of Industrial Engineering,6,596-628。  new window
35.Ulusam Seckiner, S.、Kurt, M.(2007)。A simulated annealing approach to the solution of job rotation scheduling problems。Applied Mathematics and Computation,188,31-45。  new window
36.Vallada, E.、Ruiz, R.(2009)。Cooperative metaheuristics for the permutation flowshop scheduling problem。European Journal of Operational Research,193,365-376。  new window
37.Vallada, E.、Ruiz, R.(2010)。Genetic algorithms with path relinking for the minimum tardiness permutation flowshop problem。OMEGA International Journal of Management Science,38,57-67。  new window
38.Xiao, Y. Y.、Zhang, R. Q.、Zhao, Q. H.、Kaku, I.(2012)。Permutation flow shop scheduling with order acceptance and weighted tardiness。Applied Mathematics and Computation,218,7911-7926。  new window
39.Hariri, A. M. A.、Gupta, J. N. D.(1997)。Two-Machine Flowshop Scheduling to Minimize the Number of Tardy Jobs。Journal of the Operational Research Society,48(2),212-220。  new window
40.Koulamas, C.(1998)。On the complexity of two-machine flowshop problems with due date related objectives。European Journal of Operational Research,106,95-100。  new window
 
 
 
 
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