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Online multi-step-ahead time series prediction based on LSSVR using UKF with sliding-windows

机译:基于LSSVR使用滑动窗口的在线多级时间序列预测

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Accurate multi-step-ahead prediction over long future horizons posts great challenges for the application of time series prediction. A novel online multi-step-ahead prediction method based on least squares support vector regression (LSSVR) is proposed in this paper. Taken the superiorities of using sliding-windows to reduce largely computation burden and implementing LSSVR model updating by Unscented Kalman Filter (UKF) into consideration, the proposed method not only can construct online predicted model in much fewer training data (such as the size of original training data set required is only the sum of embedding dimension corresponding to phase-space-reconstruction and the length of sliding-windows), but also has the better accuracy over multi-step-ahead prediction. When the prediction horizon reached the predefined step p in the process of predicting, model parameters consisted of kernel width σ, support values {α} and bias term b are updated by new arrived measurements and UKF. Finally, several simulations are provided to show the validity and applicability of the proposed method.
机译:在长期未来的视野上准确的多步前预测会挑战时间序列预测的巨大挑战。本文提出了一种基于最小二乘支持向量回归(LSSVR)的基于最小二乘支持向量回归的新型在线多级预测方法。采用了使用滑动窗口的优越性,以减少智能名的卡尔曼滤波器(UKF)的大量计算负担和实现LSSVR模型更新,考虑到,所提出的方法不仅可以在更少的训练数据(例如原始尺寸的训练数据中)构建在线预测模型所需的培训数据集只是与相位空间重建和滑动窗口的长度相对应的嵌入尺寸的总和,但也具有更好的多级预测精度。当预测地平线在预测过程中达到预定义的步骤P时,由核宽度σ构成的模型参数,支持值{α}和偏置术语B由新的到达的测量和UKF更新。最后,提供了几种模拟以显示所提出的方法的有效性和适用性。

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