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Time Series Prediction Method Based on LS-SVR with Modified Gaussian RBF

机译:基于修正高斯RBF的LS-SVR的时间序列预测方法

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摘要

LS-SVR is widely used in time series prediction. For LS-SVR, the selection of appropriate kernel function is a key issue, which has a great impact with the prediction accuracy. Compared with some other feasible kernel functions, Gaussian RBF is always selected as kernel function due to its good features. As a distance functions-based kernel function, Gaussian RBF also has some drawbacks. In this paper, we modified the standard Gaussian RBF to satisfy the two requirements of distance functions-based kernel functions which are fast damping at the place adjacent to the test point and keeping a moderate damping at infinity. The simulation results indicate preliminarily that the modified Gaussian RBF has better performance and can improve the prediction accuracy with LS-SVR.
机译:LS-SVR被广泛用于时间序列预测。对于LS-SVR,合适的内核功能的选择是一个关键问题,这对预测精度有很大的影响。与其他可行的核函数相比,高斯RBF由于其良好的功能而总是被选作核函数。作为基于距离函数的核函数,高斯RBF也有一些缺点。在本文中,我们修改了标准高斯RBF,以满足基于距离函数的核函数的两个要求,即在邻近测试点的位置快速阻尼,并在无穷远处保持适度阻尼。仿真结果初步表明,改进的高斯RBF算法具有更好的性能,可以提高LS-SVR的预测精度。

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