系列(地层学)
时间序列
异方差
分解
色散(光学)
组分(热力学)
计算机科学
预测误差的方差分解
计量经济学
数学
机器学习
古生物学
生态学
物理
光学
生物
热力学
标识
DOI:10.1109/tkde.2023.3268125
摘要
The decomposition of a time series is an essential task that helps to understand its very nature. It facilitates the analysis and forecasting of complex time series expressing various hidden components such as the trend, seasonal components, cyclic components and irregular fluctuations. Therefore, it is crucial in many fields for forecasting and decision-making processes. In recent years, many methods of time series decomposition have been developed, which extract and reveal different time series properties. Unfortunately, they neglect a very important property, i.e., time series variance. To deal with heteroscedasticity in time series, the method proposed in this work – a seasonal-trend-dispersion decomposition (STD) – extracts the trend, seasonal component and component related to the dispersion of the time series. We define STD decomposition in two ways: with and without an irregular component. We show how STD can be used for time series analysis and forecasting.
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