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    Randomized Dimension Reduction for Monte Carlo Simulations蒙特卡洛模擬的隨機(jī)化降維

    Randomized Dimension Reduction for Monte Carlo Simulations蒙特卡洛模擬的隨機(jī)化降維

    ID:40850124

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    頁數(shù):27頁

    時間:2019-08-08

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    1、RandomizedDimensionReductionforMonteCarloSimulationsNabilKahal′e?December14,2017AbstractWepresentanewunbiasedalgorithmthatestimatestheexpectedvalueoff(U)viaMonteCarlosimulation,whereUisavectorofdindependentrandomvariables,andfisafunctionofdvariables.Weassumethatfdoesnotdependequallyonallitsarg

    2、uments.Undercertainconditionsweprovethat,forthesamecomputationalcost,thevarianceofourestimatorislowerthanthevarianceofthestandardMonteCarloestimatorbyafactoroforderd.Ourmethodcanbeusedtoobtainalow-varianceunbiasedestimatorfortheexpectationofafunctionofthestateofaMarkovchainatagiventime-step.We

    3、studyapplicationstovolatilityforecastingandtime-varyingqueues.NumericalexperimentsshowthatouralgorithmdramaticallyimprovesuponthestandardMonteCarlomethodforlargevaluesofd,andishighlyresilienttodiscontinuities.Keywords:dimensionreduction;variancereduction;e?ectivedimension;Markovchains;MonteCar

    4、lomethods1IntroductionMarkovchainsariseinavarietyof?eldssuchas?nance,queuingtheory,andsocialnetworks.Whilemuchresearchhasbeendevotedtothestudyofsteady-statesofMarkovchains,sev-eralpracticalapplicationsrelyonthetransientbehaviorofMarkovchains.Forexample,thevolatilityofanindexcanbemodelledasaMar

    5、kovchainusingtheGARCHmodel(Hull2014,Ch.23).Financialinstitutionsconductingstresstestsmayneedtoestimatetheprobabilitythatthevolatilityexceedsagivenlevelinafewyearsfromnow.Also,duetothenatureofhumanactivity,queuingsystemsinareassuchashealth-care,manufacturing,telecommunica-tionandtransportationn

    6、etworks,haveoftentime-varyingfeaturesanddonothaveasteady-state.Forinstance,empiricaldatashowsigni?cantdailyvariationintra?cinwide-areanet-works(Paxson1994,Thompson,MillerandWilder1997)andvehicular?owonroads(Nagel,WagnerandWoesler2003).Estimatingtheexpecteddelayofpacketsinawide-areanetworkatarX

    7、iv:1708.07466v2[stat.CO]13Dec2017aspeci?ctimeoftheday(12pm,say)couldbeusedtodimensionsuchnetworks.Similarly,esti-matingthevelocityofcarsinaregionat6pmcouldbeusedtodesigntransportationnetworks.Inthesamevein,considertheproblemofestimating

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