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1、PerformanceLimitsofGreedyMaximalMatchinginMulti-hopWirelessNetworksChangheeJoo,XiaojunLin,andNessB.ShroffAbstractInthispaper,wecharacterizetheperformancelimitsofanimportantclassofschedulingschemes,calledGreedyMaximalMatching(GMM),formulti-hopwirelessnetworks.Forsi
2、mplicity,wefocusonthewell-establishednode-exclusiveinterferencemodel,althoughmanyofthestatedresultscanbereadilyextendedtomoregeneralinterferencemodels.ThestudyoftheperformanceofGMMisintriguingbecausealthoughalowerboundonitsperformanceiswellknown,empiricalobservati
3、onssuggestthatthisboundisquiteloose,andthattheperformanceofGMMisoftenclosetooptimal.Infact,recentresultshaveshownthatGMMachievesoptimalperformanceundercertainconditions.Inthispaper,weprovidenewanalyticresultsthatcharacterizetheperformanceofGMMthroughthetopological
4、propertiesoftheunderlyinggraphs.Tothatend,wegeneralizearecentlydevelopedtopologicalnotioncalledthelocalpoolingconditiontoafarweakerconditioncalledthe-localpooling.Wethendenethelocal-poolingfactoronagraph,asthesupremumofallsuchthatthegraphsatises-localpooling.
5、Weshowthatforagivengraph,theefciencyratioofGMM(i.e.,theratioofthethroughputofGMMtothatoftheoptimal)isequaltoitslocal-poolingfactor.Further,weprovideresultsonhowtoestimatethelocal-poolingfactorforarbitrarygraphsandshowthattheefciencyratioofGMMisnosmallerthand=(2
6、d 1)inanetworktopologyofmaximumnode-degreed.WealsoidentifyspecicnetworktopologiesforwhichtheefciencyratioofGMMisstrictlylessthan1.I.INTRODUCTIONOverthelastfewyearstherehasbeensignicantinterestinstudyingtheschedulingproblemformulti-hopwirelessnetworks[1]–[11].
7、Ingeneral,thisprobleminvolvesdeterminingwhichlinksshouldtransmit(i.e.,whichnode-pairsshouldcommunicate)andatwhattimes,whatmodulationandcodingschemesshouldbeused,andatwhatpowerlevelsshouldcommunicationtakeplace.Whiletheoptimalsolutionofthisschedulingproblemhasnowbe
8、enknownforalongtime[2],theresultantsolutionisextremelycomplexandvirtuallyimpossibletoimplement.Recently,severalresearchershavedevelopedsimplerscheduling