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Energies 2018,11, 213
Inorder toevaluate theperformanceof forecastingmodelsmoreaccurately, theMeanAbsolute
PercentageError (MAPE) andCumulativeVariationofRootMeanSquareError (CV-RMSE)were
employed. TheMAPEandCV-RMSEaredefinedbyEquations (7) and (8), respectively,whereyn
denotes themeasuredvalue, yˆn is theestimatedvalue,andNrepresents thesamplesize.
MAPE= 1
N N
∑
n=1 ∣∣∣∣yn−
yˆnyn ∣∣∣∣ (7)
CV−RMSE= √
1
N N
∑
n=1 ( yn−yˆn
yn )2
1
N N
∑
n=1 yn (8)
Thedetailed experimental results are presentednumerically inTables 1 and 2. As shown in
Tables1and2, theMAPEandCV-RMSEof theDeepEnergymodelare thesmallestandthegoodness
oferror is thebestamongallmodels,namely,averageMAPEandCV-RMSEare9.77%and11.65%,
respectively. TheMAPEofMLPmodel is the largest amongall of themodels; anaverage error is
about15.47%.Ontheotherhand, theCV-RMSEofSVMmodel is the largestamongallmodels; an
averageerror isabout17.47%.Accordingto theaverageMAPEandCV-RMSEvalues, theelectric load
forecastingaccuracyof testedmodels indescendingorder isas follows:DeepEnergy,RF,LSTM,DT,
SVM,andMLP.
Table 1. The experimental results in terms of Mean Absolute Percentage Error (MAPE) given
inpercentages.
Test SVM RF DT MLP LSTM DeepEnergy
#1 7.327408 7.639133 8.46043 9.164315 10.40804813 7.226127
#2 7.550818 8.196129 10.23476 11.14954 9.970662683 8.244051
#3 13.07929 10.11102 12.14039 19.99848 14.85568499 11.00656
#4 16.15765 17.27957 19.86511 22.45493 12.83487893 12.17574
#5 5.183255 6.570061 8.50582 15.01856 5.479091542 5.41808
#6 10.33686 9.944028 11.11948 10.94331 11.7681534 9.070998
#7 8.934657 6.698508 8.634132 7.722149 7.583802292 9.275215
#8 18.5432 16.09926 17.17215 16.93843 15.6574951 13.2776
#9 49.97551 17.9049 21.29354 29.06767 16.31443679 11.18214
#10 11.20804 8.221766 10.68665 12.20551 8.390061493 10.80571
Average 14.82967 10.86644 12.81125 15.46629 11.32623153 9.768222
Table 2. The experimental results in terms of Cumulative Variation of RootMean Square Error
(CV-RMSE)given inpercentages.
Test SVM RF DT MLP LSTM DeepEnergy
#1 9.058992 9.423908 10.57686 10.65546 12.16246177 8.948922
#2 10.14701 10.63412 12.99834 13.91199 12.19377007 10.46165
#3 17.02552 12.42314 14.58249 23.2753 16.9291218 13.30116
#4 21.22162 21.1038 24.48298 23.63544 14.13596516 14.63439
#5 6.690527 7.942747 10.10017 15.44461 6.334195125 6.653999
#6 11.88856 11.6989 13.39033 12.20149 12.96057349 10.74021
#7 10.77881 7.871596 10.35254 8.716806 8.681353107 10.85454
#8 19.49707 17.09079 18.95726 17.73124 16.55737557 14.51027
#9 54.58171 19.91185 24.84425 29.37466 17.66342548 13.01906
#10 13.80167 10.15117 13.06351 13.39278 10.20235927 13.47003
Average 17.46915 12.8252 15.33487 16.83398 12.78206008 11.65942
426
Short-Term Load Forecasting by Artificial Intelligent Technologies
- Titel
- Short-Term Load Forecasting by Artificial Intelligent Technologies
- Autoren
- Wei-Chiang Hong
- Ming-Wei Li
- Guo-Feng Fan
- Herausgeber
- MDPI
- Ort
- Basel
- Datum
- 2019
- Sprache
- englisch
- Lizenz
- CC BY 4.0
- ISBN
- 978-3-03897-583-0
- Abmessungen
- 17.0 x 24.4 cm
- Seiten
- 448
- Schlagwörter
- Scheduling Problems in Logistics, Transport, Timetabling, Sports, Healthcare, Engineering, Energy Management
- Kategorie
- Informatik