sito social impact theory based optimizer –recent challenges

sito social impact theory based optimizer –recent challenges

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时间:2019-02-28

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1、SITO:SocialImpactTheorybasedOptimizer–RecentChallengesMartinMacas,LenkaLhotskaCzechTechnicalUniversityinPragueFacultyofElectricalEngineeringDepartmentofCyberneticsTechnicka2,Prague6,16627,CzechRepublicPhone:+420224357666,Fax:+420224923677email:lhotsk

2、a@fel.cvut.czABSTRACT:TheSocialImpactTheorybasedOptimizer(SITO)isanovelpopulation-basedbinaryoptimizationmeta-heuristic,inspiredbycomputersimulationofDynamicTheoryofSocialImpact.Itsfirstversionhasbeendevelopedin2006.Recently,wecansummarizesomeofmosti

3、mportantaspectsofSITO,includingsomeideasforfuturework.KEYWORDS:Socialpsychology,optimization,socialimpacttheory,populationbasedoptimization.INTRODUCTIONThispaperfollowsupwithconnectionsbetweenSocialImpactTheory[1]andoptimizationintroducedin[2].Social

4、ImpactTheorybasedOptimizer[3]isbinaryoptimizationmethodinspiredbysocialpsychology.Moreover,evolutionarycomputation,cellularautomataorartificiallifecanbealsounderstoodtobeprecursorsofthemethod.Thealgorithmisbasedonapopulationofsimplecells.Thesecellsar

5、einhabitedbyindividualsrepresentingcandidatesolutions-binaryvectors.Eachsuchbinaryvectorisacounterparttosetofbinaryattitudesheldbyrealpeople.Theseattitudesarechangedovertimeaccordingtoexternalinfluencesandinternalprocesses.EachindividualinSITOhasitss

6、trength–abilitytoinfluence(persuadeorsupport)theotherindividuals.Thestrengthisderivedfromthedistributionoffitnessvaluesinthesociety–thebettertheindividual’sfitness,thestrongertheindividual.Ateachiteration,eachindividualforeachdimensionofthecandidates

7、olutioncomputestotalsupportiveandtotalpersuasiveimpactrepresentingtheinfluencesoftheindividual’sneighbourhood.Ifthepersuasiveimpactisthepredominantone,theparticularbinarynumber(attitude)ischangedwithapredefinedprobability.Thus,somethinglikeselectionp

8、ressurearisesandthepopulationstartstoconvergeandsearchthebinaryspace.S.I.T.OPTIMIZERr1DTheoptimizationproblemconsideredinthispaperistofindabinaryvectorx=(x,...,x),thatextremizesafitnessiiirfunctionf(x).Considerapopulationofindividuals.Anindividualiha

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