简介:InsightfultheoremsareestablishedoninterrelationshipsamongcoalitionandnoncooperativestabilityconceptsdefinedwithintheparadigmoftheGraphModelforConflictResolution.Morespecifically,thenewlydefinedcoalitionstabilitydefinitionsthatareconsideredarecoalitionNashstability(CNash),coalitiongeneralmetarationality(CGMR),coalitionsymmetricmetarationality(CSMR)andcoalitionsequentialstability(CSEQ),alongwiththeirearlier-definednoncooperativeversions.Arangeofinterestingnewtheoremsarederivedtoestablishconnectionsamongthesecoalitionstabilityconceptsaswellasbetweennoncooperativeandcoalitionstabilitydefinitions.ApplicationswithrespecttothegamesofPrisoner′sDilemmaandChicken,aswellasagroundwatercontaminationdispute,demonstratehowthevariousstabilitydefinitionscanbeappliedinpracticeandconfirmthevalidityofsomeofthetheoremsaswellaspointout,byexample,certaintypesofrelationshipswhichcannothold.
简介:Inrecentyears,populationgrowthmodelswithspatialdiffusionhavebeenextensivelystudiedbymanyauthors(forexample,see[1-5]).Inthispaper,apopulationgrowthmodelisconsideredwithadiscreteage-dependenceandspatialdiffusion,andisinvestigatedinasemigroupframework.Thespectralpropertiesofthepopulationoper-atoraregiven.Onthebasisofsuchspectralconsideration,theasymptoticbehaviourofthesemigroupgeneratedbythepopulationoperatorisobtained.Finally,anonlinearpopulationgrowthmodelisconsideredanditsstabilityisanalyzed.
简介:Thispapersetupaclassofnonlinearsemi-discreteage-structuredmodelofpopulationevolutionsystem,byusingtheconceptofcriticalproliferationrate,itdiscussedthestabilityoflinearandnonlinearpopulationsystem,anditobtainthesufficiencyconditionsofthestablefornonlinearsemi-discretesystem.
简介:Inthepresentpaper,theabsolutestabilityofgeneralLuriediscretenonlinearcontrolsystemshasbeendiscussedbyLyapunovfunctionapproach,AsufficientconditionofabsolutestabvilityforthegeneralLuriediscretenonlinearcontrolsystemsisderived,andSomenecessaryandsufficientconditionsareobtainedinspecialcases.Meanwhile,wegiveasimpleexampletoillustratetheeffectivenessoftheresults.
简介:GivenastablematrixA∈Cn×n,therearesomesimplesimultaneousinequalitieswhosecoefficientsrelyonA.For(?)PH=P∈Cn×n,ifPsatisfiestheseinequlities,thenPA+AHP<0.Asanapplicationofthemainresults,thestabilityofthematrixfamilyistreated.Besides,somegeometricpropertiesofthesetofalltheLyapunovmatricesofagivenstablematrixareconsidered.
简介:Thispaperconstructedportfoliosaccordingtothegrowthratesandtheirstabilityoffirm'stotalstockholders'equitypershareandnetincomepershare,usingallthefirms'informationofShanghaiA-sharemarket.Wefoundthatthemarketexhibitssomeoverreactiontothegrowthraieoffirm'snetincomepershare,andisn'tsensitivetothestabilityoffirm'sgrowthrates.
简介:ForaclassofSISOnonlinearcontrolsystemswithparameteruncertaintyanalmostdisturbancedecouplingproblemwithstabilityisdefinedandinvestigated.Backsteppingtechniqueprovidesapractcaldesignmethodofcontroller,underwhichtheL2gainfromthedisturbancetothecontrolledoutputcanbearbitrarilysmallsubjecttononlinearuncertaintiesandtheclose-loopsystemisinternallyasymptoticallystable.
简介:Thestabilityofsupplychainsystemiskeytoimplementefficientlyinventorypoliciesandimprovequalityofserviceinthesupplychain.Ifthesupplychainsystemwereunstable,thelead-timewouldbeuncertain.Asaresult,directlyaffectstheprocessofmanufacture,andtheservicelevel.Inthispaper,weanalyzethestabilityofthesupplychainsystemunderperturbationsofdynamicparametersbasedontheCobb-Douglasproductionfunctionandstudyinfluencesonsupplychainperformance.Weprovethatthesupplychainsystem,withtheincreasesofthere-productioninputfunding,becomesunstable.Further,whentheoptimalcombinationofinputparameterelements,thesupplychainsystembecomesunstable.
简介:Inthispaper,theauthorsanalyzethestabilityofaclassofinterconnectedsystemswithsubsystemunmodeleddynamicsanddynamicinteractionsemployingdecentralizedadaptivecontrollersdesignedbyWen,Zhou,andWang(2008)inthepresenceofactuatorfailures.Itwillbeshownthattheglobalstabilityoftheremainingclosed-loopsystemisstillensuredandtheoutputsarealsoregulatedtozerowhensomesubsystemsbreakdown.
简介:这份报纸为联合冲动的Markovian的一个类被奉献给稳定性的调查跳网络(CIMJRDSN)上的反应散开系统。由使用图理论,一个系统的方法被提供为CIMJRDSN构造全球Lyapunov功能。把功能和随机的分析方法基于Lyapunov,与网络的拓扑学性质联系的一些新奇稳定性原则被建立。