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Energies2019,12, 164
2.1. LinearModels
Linearmodelsgivecontinuousresponsewhich isa functionor linearcombinationofoneormore
predictionvariables. Thesemodelsdependonthesynthesisofall featuresofaproblemthat ismoreor
lesssolvedbycomplexequations. Examplesof thesemodels includespectraldecomposition-based
models,ordinary least square-basedmodels,ARMA,etc. Since thepredictionofdemandiscomplex
duenon-linearities, the linear forecastmodelspredictwithhighrelativeerrorsdueto their inability to
mapthecomplexrelationshipbetweeninputandoutput. Thus,developmentof linearmodels ishighly
challenging. Furthermore,Haganetal. [10]highlightedtherelative limitation(s)of linearmodelsas
comparedtonon-linearmodels. Therefore, this researchwork is focusedtowards thediscussionof
non-linearmodelsonly.
2.2.Non-LinearModels
Whentheobservationaldata ismodeledbynon-linearcombinationofoneormoreprediction
variables, themodel is said tobenon-linear. Todescribe therelationbetweenresidualandperiodical
components,BunnandFarmer [32] realize/concludetheabilityofnon-linearmodels toovercomethe
limitation(s)of linearmodels. Inreference [9], thenon-linearmodelsare furthercategorized intofive
classes: (i) supportvectormachine-basedmodels; (ii)Markovchain-basedmodels; (iii)ANN-based
models; (iv) fuzzyneuralnetwork-basedmodels; and(v)stochasticdistribution-basedmodels. These
modelsarediscussedas follows.
(i)Supportvectormachine-basedmodels: Inreference[11],Niuetal. proposesupportvectormachine
andantcolonyoptimization-based load-forecastingtechniqueforanSG.Theauthorsuseantcolony
optimization techniqueforpreprocessingof the inputdata. In thispaper, systemminingtechnique is
usedfor featureselection. Theselectedfeaturesare fed into the forecasterwhich isasupportvector
machine-basedpredictor.Another importantworkhasbeenpresentedbyLietal. in [12]. Thisvaried
versionof theauthors is least squares-basedsupportvectormachine. Similarly, reference [13]models
thecyclicnatureofdemandbysupportvectormachine-based linear regression. Inconclusion, the
supportvectormachine-basedworksarebetter in termsofaccuracy;however,developmentof these
models ishighlychallengingduetohighcomplexity.
(ii)Markov chain-basedmodels: Subject to robustnessofDALF forecast strategy, authors in [14]
propose aMarkov chain-based strategy. This stochastic strategy aims to tackle load-time series
fluctuationsassociatedwithenergyconsumptionofusersinaheterogeneousenvironment. TheMarkov
chains are used to predict the future duty cycles of appliances. The technique is robust due to
theirmemorylessnature (predictedpatternonlydependson the current states; past states arenot
considered). In reference [15],Markov chainMonteCarlomethod isused tomodel the switching
patternofhouseholdappliances. Insimulations, theyconsider100households foroneweak.However,
thismodel limited inscopeas itapplies tosituations in theNetherlandsonly.Anotherworkin[16]
proposesexplicitdurationhiddenMarkovmodelalongwithdifferentialobservation-basedmodel to
predict individual loadofappliances. Theauthorscollect theaggregatedpowersignalsbyordinary
smartmeters. ThememorylessnatureofMarkovchainsnotonlymakes theDALFstrategyrobustbut
alsorelatively lesscomplex incomparisonto theaforementionedtechniques.However, thememory
lessnatureofMarkovchainsalsohasadrawback; lessaccuracy.
(iii)ANN-basedmodels: ANNs learn fromexperience/training to predict future valueswhile
being fedwith relevant input information. The advantages of thesenetworks includebut arenot
limited to self-organization, adaptive learning, fault tolerance, ease of integrationwith existing
network/technology,andreal timeoperation. Theabilities togeneralizeandtocapturenon-linearity
incomplexenvironmentsmakeANNsveryattractive inproblemsof loadforecasting. Thereare two
basicarchitecturesofANN; feed forwardand feedback. The formeronecarries informationfrominput to
outputviahiddenlayer in forwarddirectiononly, i.e., the informationofeach layer is independent
fromthatof theothers. FeedforwardANNsarewidelyusedforpatternrecognitionandforecasting
problems. The lateronecarries information inbothdirections, forwardandfeedback, suchthat the
47
Short-Term Load Forecasting by Artificial Intelligent Technologies
- Title
- Short-Term Load Forecasting by Artificial Intelligent Technologies
- Authors
- Wei-Chiang Hong
- Ming-Wei Li
- Guo-Feng Fan
- Editor
- MDPI
- Location
- Basel
- Date
- 2019
- Language
- English
- License
- CC BY 4.0
- ISBN
- 978-3-03897-583-0
- Size
- 17.0 x 24.4 cm
- Pages
- 448
- Keywords
- Scheduling Problems in Logistics, Transport, Timetabling, Sports, Healthcare, Engineering, Energy Management
- Category
- Informatik