fastdeterministicparallelbranch-and-bound

fastdeterministicparallelbranch-and-bound

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时间:2019-03-01

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1、FastDeterministicParallelBranch-and-BoundyzxKieranT.HerleyAndreaPietracaprinaGeppinoPucciAbstractThebranch-and-boundprobleminvolvesdeterminingtheminimumcostleafinacost-labelledtree,subjecttotheconstraintthatonlytherootisknowninitiallyandthatchildrenarerevealedonly

2、byvisitingtheirparent.Wepresentthe rstecientdeterministicalgorithmtosolvethebranch-and-boundproblemforatreeTofconstantdegreeonap-processorparallelmachine.Letcbethecostoftheminimum-costleafinT,andletnandhbethenumberofnodesandtheheight,respectively,ofthesubtreeT

3、Tofnodesofcostlessthanorequaltoc.Ouralgorithmruns2inOn=p+hlog(np)timeonanEREW-PRAM.Moreover,therunningtimefaithfullyre ectsbothcommunicationandcomputationcosts,unlikemostofthepreviousresultswherethecostoflocalcomputationisignored.Forlargerangesoftheparameters,o

4、uralgorithmmatchestheoptimalperformanceofexistingrandomizedstrategies.ThealgorithmcanbeportedtoanyarchitectureforwhichanecientimplementationofParallelPriorityQueues[PP91]isavailable.Keywords:Algorithmsanddatastructures,theoryofparallelanddistributedcomputation,co

5、mbinatorialoptimization,dynamicload-balancing.ContactAuthor:GeppinoPucciDepartimentodiElettronicaeInformatica,UniversitadiPadova,ViaGradenigo6/A,I-35131Padova,ITALYe-mail:geppo@artemide.dei.unipd.itfax:+39498277826yDepartmentofComputerScience,UniversityCollegeCor

6、k{NationalUniversityofIreland,Cork,Ireland.email:k.herley@cs.ucc.iezDipartimentodiMatematicaPuraeApplicata,UniversitadiPadova,Padova,Italy.email:andrea@artemide.dei.unipd.itxDipartimentodiElettronicaeInformatica,UniversitadiPadova,Padova,Italy.email:geppo@artemi

7、de.dei.unipd.it1IntroductionThesolutionofacombinatorialoptimizationproblemcanoftenbeobtainedbytheexplorationofatree,whoseinternalnodescorrespondtopartialsolutions(growingprogressivelymorere nedwithincreasingdepth)andwhoseleavescorrespondtofeasiblesolutions.Finding

8、asolutionofminimumcostinvolvessearchingthetreetoidentifyaminimum-costleaf.FormanyNP-hardoptimizationproblems,anexhaustivesearchoftheentiretreewouldbepro

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