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Application of wavelet decomposition in time-series forecasting

机译:小波分解在时间序列预测中的应用

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Observed time series data can exhibit different components, such as trends, seasonality, and jumps, which are characterized by different coefficients in their respective data generating processes. Therefore, fitting a given time series model to aggregated data can be time consuming and may lead to a loss of forecasting accuracy. In this paper, coefficients for variable components in estimations are generated based on wavelet-based multiresolution analyses. Thus, the accuracy of forecasts based on aggregate data should be improved because the constraint of equality among the model coefficients for all data components is relaxed. (C) 2017 Elsevier B.V. All rights reserved.
机译:观察到的时间序列数据可以表现出不同的组成部分,例如趋势,季节性和跳跃,其特征在于它们各自的数据生成过程中的系数不同。因此,将给定的时间序列模型拟合到聚合数据可能很耗时,并且可能导致预测准确性下降。在本文中,基于基于小波的多分辨率分析来生成估计中可变分量的系数。因此,应放宽基于汇总数据的预测的准确性,因为放宽了所有数据分量的模型系数之间相等性的约束。 (C)2017 Elsevier B.V.保留所有权利。

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