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Prediction of chaotic systems with multidimensional recurrent least squares support vector machines

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Prediction of chaotic systems with

multidimensional recurrent least squares support

vector machines

Sun Jian-Cheng;Zhou Ya-Tong;Luo Jian-Guo

【期刊名称】《中国物理:英文版》 【年(卷),期】2006(015)006

【摘要】In this paper, we propose a multidimensional version of recurrent least squares support vector machines (MDRLSSVM) to solve the problem about the prediction of chaotic system. To acquire better prediction performance, the high-dimensional space, which provides more information on the system than the scalar time series, is first reconstructed utilizing Takens's embedding theorem. Then the MDRLS-SVM instead of traditional RLS-SVM is used in the highdimensional space, and the prediction performance can be improved from the point of view of reconstructed embedding phase space. In addition, the MDRLS-SVM algorithm is analysed in the context of noise, and we also find that the MDRLS-SVM has lower sensitivity to noise than the RLS-SVM.

【总页数】8页(1208-1215)

【关键词】chaotic systems;support vector machines;least squares;noise 【作者】Sun Jian-Cheng;Zhou Ya-Tong;Luo Jian-Guo

【作者单位】Department of Communication Engineering, University of

Prediction of chaotic systems with multidimensional recurrent least squares support vector machines

PredictionofchaoticsystemswithmultidimensionalrecurrentleastsquaressupportvectormachinesSunJian-Cheng;ZhouYa-Tong;LuoJian-Guo【期刊名称】《中国物理:英文版》【年(卷
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