Adaptive control of a class of discrete-time affine nonlinear systems |
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Authors: | L.L. Xie L. Guo |
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Affiliation: | Institute of Systems Science, Chinese Academy of Sciences, Beijing, 100080, People's Republic of China |
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Abstract: | The adaptive control problem is addressed in the paper for a class of discrete-time affine nonlinear input/output stochastic models with linear unknown parameters. The controller is a certainty equivalence weighted one-step-ahead control and is constructed by using the weighted-least-squares and random regularization methods. Global stability of the closed-loop systems is established, which shows that arbitrarily large growth rate is allowed for the multiplicative nonlinear part of the systems. |
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Keywords: | Adaptive control Nonlinear Stochastic systems Least squares Global stability |
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