2014
DOI: 10.1142/s2335680414500094
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Forecasting energy data using Singular Spectrum Analysis in the presence of outlier(s)

Abstract: The aim of this paper is to present a comparative study on the performance of the two different forecasting approaches of SSA in the presence of outliers. We examine this issue from different points of view. As our real data set, we have considered the well known WTI Spot Price series. The effect on forecasting process when confronted with outlier(s) in different parts of a time series is evaluated. Based on this study, we find evidence which suggests that the existence of outliers affect SSA reconstruction an… Show more

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Cited by 6 publications
(3 citation statements)
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“…There are several recent and diverse applications which have benefited from these qualities. See for example, inter-alia Huang et al (2017), Ghodsi (2015), Ghodsi et al (2015), Ghodsi and Omer (2014) and Cassiano et al (2013). MSSA in particular offers the ability of modelling time series with different series lengths, see for example .…”
Section: Define Vector Zmentioning
confidence: 99%
“…There are several recent and diverse applications which have benefited from these qualities. See for example, inter-alia Huang et al (2017), Ghodsi (2015), Ghodsi et al (2015), Ghodsi and Omer (2014) and Cassiano et al (2013). MSSA in particular offers the ability of modelling time series with different series lengths, see for example .…”
Section: Define Vector Zmentioning
confidence: 99%
“…Some studies have employed the SSA method to forecast financial time series (Hassani et al, 2013b;Ghodsi and Omer, 2014). The SSA method comprises two stages, one is decomposition and the other is reconstruction.…”
Section: Artificial Neural Network (Ann)mentioning
confidence: 99%
“…One widely used technique is singular spectrum analysis (SSA), which is a robust nonparametric method with no prior assumptions about the data (Golyandina et al, 2001;Hassani et al, 2013a). SSA decomposes a time series data into its components and then reconstructs the series by leaving the random noise component before using the reconstructed series to forecast the future points in the series (Hassani, 2007;Ghodsi and Omer, 2014). Since most financial time series data sets exhibit neither purely linear nor purely nonlinear patterns, the combination of linear and nonlinear, i.e., hybrid techniques to model complex data structures for improved accuracy has been proposed (Asadi et al, 2010;Khashei and Bijari, 2010;Khashei and Bijari, 2012;Khandelwal et al, 2015;Ince and Trafalis, 2017).…”
Section: Introductionmentioning
confidence: 99%