2005 International Power Engineering Conference 2005
DOI: 10.1109/ipec.2005.206911
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Monthly energy forecasting using decomposition method with application of seasonal ARIMA

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Cited by 24 publications
(14 citation statements)
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“…where Y t is the signal, T t is the component of trend, S t the component of seasonality, and e t the remaining irregular component assumed to be random variables with zero mean and constant variance at time t [20,21]. In our study, Y t refers to the time series of monthly PR over the observed period of 60 months; hence, t ranges from 1 to 60 (n equals to 60).…”
Section: Estimation Of Degradation Ratementioning
confidence: 99%
“…where Y t is the signal, T t is the component of trend, S t the component of seasonality, and e t the remaining irregular component assumed to be random variables with zero mean and constant variance at time t [20,21]. In our study, Y t refers to the time series of monthly PR over the observed period of 60 months; hence, t ranges from 1 to 60 (n equals to 60).…”
Section: Estimation Of Degradation Ratementioning
confidence: 99%
“…Hence various KunalLohia forecasting models such as ARIMA [5], surface fitting [6], neural networks [7], extreme learning machine (ELM) [8] and online sequential extreme learning machine (OSELM) [9] have been applied for the forecasting of wind power to mitigate the effects of integrating wind power. Wind power prediction models are generally classified into two categories which are physical model and statistical model [2].…”
Section: Introductionmentioning
confidence: 99%
“…é o resultado da série no tempo é a componente de tendência no tempo é a componente de sazonalidade no tempo é a componente residual (erro) no tempo O modelo multiplicativo assume que a série temporal pode ser descrita como em (8) [9], [37], [38].…”
Section: Um Dos Modelos Tradicionalmente Utilizados é O Modelo De Decunclassified
“…A componente de tendência indica as mudanças nos dados no longo prazo, enquanto a componente de sazonalidade indica mudanças que dependem de alguma sazonalidade, geralmente baseadas no clima ou época do ano [9], neste caso representado intervalos característicos dentro do período de análise de curto • Data e hora da coleta;…”
Section: Um Dos Modelos Tradicionalmente Utilizados é O Modelo De Decunclassified
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