Radial Basis Function Network in Reproducing Kernel Hilbert Space
スポンサーリンク
概要
- 論文の詳細を見る
The present study employs an idea of mapping data into a high dimensional feature space which is known as Reproducing Kernel Hilbert Space (RKHS), then performs Radial Basis Function (RBF) network in the feature space where the new basis function will be obtained and finally, Orthogonal Least Squares (OLS) method is employed to select a suitable set of centers (regressors) from a large set of candidates in order to obtain a sparse regression model in the feature space.The proposed method is employed to the simple scalar function estimation problems and nonlinear system identification problem by simulations.
- 九州大学の論文
著者
-
KANAE Shunshoku
Graduate school of information science and electrical engineering, Kyushu University
-
Yang Z‐j
Graduate School Of Information Science And Electrical Engineering Kyushu University
-
Yang Zi‐jiang
Kyushu Univ.
-
Kanae Shunshoku
Kyushu Univ.
-
Kanae Shunshoku
Graduate School Of Information Science And Electrical Engineering Kyushu University
-
DACHAPAK Chooleewan
Department of Electrical and Electronic Systems Engineering, Graduate School of Information Science
-
KANAE Shunshoku
Department of Electrical and Electronic Systems Engineering, Faculty of Information Science and Elec
-
YANG Zi-Jiang
Department of Electrical and Electronic Systems Engineering, Faculty of Information Science and Elec
-
Yang Zi-jiang
Department Of Electrical And Electronic Systems Engineering Graduate School Of Information Science A
-
Dachapak Chooleewan
Department Of Electrical And Electronic Systems Engineering Graduate School Of Information Science A
関連論文
- An efficient recursive identification algorithm for ARMAX model
- Modified bias compensation recursive least-squares method for noisy FIR adaptive filtering
- Identification of Lifted Models for General Dual-Rate Sampled-Data Systems Using N4SID Algorithm
- Subspace predictive control for general dual-rate sampled-data systems
- Identification of lifted state-space models for a class of dual-rate systems from input-output data
- Iterative Identification Algorithms for Continuous-Time Systems with Unknown Time Delay in the Presence of Measurement Noise
- Radial Basis Function Network in Reproducing Kernel Hilbert Space
- Kernel Principal Component Regression with Application to Nonlinear Prediction
- Robust Nonlinear Control of a Feedback Linearizable Voltage-Controlled Magnetic Levitation System
- Linear Multivariable Controller Tuning Using Measured Frequency Response Data