摘要

Structure identification is one of the most difficult problems in nonlinear system identification including the consideration of order number and choice of model structure, which deeply impacts the accuracy and generalization ability of model. Aiming at the problem, a novel structure identification approach based on Kernel Methods-KPCA (Kernel Principal Component Analysis) and SVR (Support Vector Regression) is presented here. Firstly, the nonlinear components of sample space are extracted by KPCA, which confirms the order of sample space. Further, SVR with SRM (Structure Risk Minimization) is utilized to optimize the inner structure. On the basis of three examples, simulation results reveal that KPCA-SVR is an effective approach in solving nonlinear system structure identification. ? 2008 by Binary Information Press.

  • 出版日期2008

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