Title A Segment-Wise Method for Pseudo Periodic Time Series Prediction
Authors Yin, Ning
Wang, Shanshan
Hong, Shenda
Li, Hongyan
Affiliation Peking Univ, Sch Elect Engn & Comp Sci, Beijing 100871, Peoples R China.
Minist Educ, Key Lab Machine Percept, Beijing 100871, Peoples R China.
Keywords pseudo periodic time series
entropy
time series segment-wise method
time series prediction
ARTIFICIAL NEURAL-NETWORKS
MODELS
ARIMA
Issue Date 2014
Publisher ADVANCED DATA MINING AND APPLICATIONS, ADMA 2014
Citation ADVANCED DATA MINING AND APPLICATIONS, ADMA 2014.Guilin, PEOPLES R CHINA,2014/1/1,8933(461-474).
Abstract In many applications, the data in time series appears highly periodic, but never exactly repeats itself. Such series are called pseudo periodic time series. The prediction of pseudo periodic time series is an important and nontrivial problem. Since the period interval is not fixed and unpredictable, errors will accumulate when traditional periodic methods are employed. Meanwhile, many time series contain a vast number of abnormal variations. These variations can neither be simply filtered out nor predicted by its neighboring points. Given that no specific method is available for pseudo periodic time series as of yet, the paper proposes a segment-wise method for the prediction of pseudo periodic time series with abnormal variations. Time series are segmented by the variation patterns of each period in the method. Only the segment corresponding to the target time series is chosen for prediction, which leads to the reduction of input variables. At the same time, the choice of the value highly correlated to the points-to-be-predicted enhances the prediction precision. Experimental results produced using data sets of China Mobile and biomedical signals both prove the effectiveness of the segment-wise method in improving the prediction accuracy of the pseudo periodic time series.
URI http://hdl.handle.net/20.500.11897/424362
ISSN 0302-9743
Indexed CPCI-S(ISTP)
Appears in Collections: 信息科学技术学院

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