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1、Computers&OperationsResearch35(2008)2807–2839www.elsevier.com/locate/corAdiscreteparticleswarmoptimizationalgorithmfortheno-waitflowshopschedulingproblemQuan-KePana,b,M.FatihTasgetirenc,∗,Yun-ChiaLiangdaCollegeofComputerScience,LiaochengUniversity,Liao
2、cheng,252059,PRChinabSchoolofInformationScienceandTechnology,UniversityofScienceandTechnologyofChina,Hefei230026,PRChinacDepartmentofOperationsManagementandBusinessStatistics,SultanQaboosUniversity,P.O.Box20,AlKhod123,Muscat,SultanateofOmandDepartment
3、ofIndustrialEngineeringandManagement,YuanZeUniversity,No135,Yuan-TungRoad,Chung-Li,TaoyuanCounty,Taiwan320,ROCAvailableonline2April2007AbstractInthispaper,adiscreteparticleswarmoptimization(DPSO)algorithmispresentedtosolvetheno-waitflowshopschedulingpr
4、oblemwithbothmakespanandtotalflowtimecriteria.Themaincontributionofthisstudyisduetothefactthatparticlesarerepresentedasdiscretejobpermutationsandanewpositionupdatemethodisdevelopedbasedonthediscretedomain.Inaddition,theDPSOalgorithmishybridizedwiththev
5、ariableneighborhooddescent(VND)algorithmtofurtherimprovethesolutionquality.Severalspeed-upmethodsareproposedforboththeswapandinsertneighborhoodstructures.TheDPSOalgorithmisappliedtoboth110benchmarkinstancesofTaillard[Benchmarksforbasicschedulingproble
6、ms.EuropeanJournalofOperationalResearch1993;64:278–85]bytreatingthemastheno-waitflowshopprobleminstanceswiththetotalflowtimecriterion,andto31benchmarkinstancesprovidedbyCarlier[Ordonnancementsacontraintesdisjonctives.RAIRORechercheoperationelle1978;12:3
7、33–51],Heller[SomenumericalexperimentsforanM×Jflowshopanditsdecision-theoreticalaspects.OperationsResearch1960;8:178–84],andRevees[Ageneticalgorithmforflowshopsequencing.ComputersandOperationsResearch1995;22:5–13]forthemakespancriterion.Forthemakespancr
8、iterion,thesolutionqualityisevaluatedaccordingtothereferencemakespansgeneratedbyRajendran[Ano-waitflowshopschedulingheuristictominimizemakespan.JournaloftheOperationalResearchSociety1994;45:472–8]whereasforthetotalflowtimecriterion,itisevaluated