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Kalman filter-based method for Online Sequential Extreme Learning Machine for regression problems

机译:基于卡尔曼滤波器的在线序列极限学习机回归问题的方法

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摘要

In this paper, a new sequential learning algorithm is constructed by combining the Online Sequential Extreme Learning Machine (OS-ELM) and Kalman filter regression. The Kalman Online Sequential Extreme Learning Machine (KOSELM) handles the problem of multicollinearity of the OS-ELM, which can generate poor predictions and unstable models. The KOSELM learns the training data one-by-one or chunk-by-chunk by adjusting the variance of the output weights through the Kalman filter. The performance of the proposed algorithm has been validated on benchmark regression datasets, and the results show that KOSELM can achieve a higher learning accuracy than OS-ELM and its related extensions. A statistical validation for the differences of the accuracy for all algorithms is performed, and the results confirm that KOSELM has better stability than ReOS-ELM, TOSELM and LS-IELM.
机译:本文结合在线顺序极限学习机(OS-ELM)和卡尔曼滤波回归,构造了一种新的顺序学习算法。卡尔曼在线顺序极限学习机(KOSELM)解决了OS-ELM的多重共线性问题,该问题可能产生较差的预测和不稳定的模型。 KOSELM通过通过卡尔曼滤波器调整输出权重的方差来一对一或逐块学习训练数据。该算法的性能已经在基准回归数据集上得到了验证,结果表明,KOSELM可以比OS-ELM及其相关扩展获得更高的学习精度。对所有算法的准确性差异进行了统计验证,结果证实了KOSELM具有比ReOS-ELM,TOSELM和LS-IELM更好的稳定性。

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