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Please use this identifier to cite or link to this item: http://hdl.handle.net/1783.1/295
Title: Pole assignment for stochastic systems with unknown coefficients
Authors: Chen, Hanfu
Cao, Xiren
Keywords: Stochastic system
Leading control
Pole assignment
Adaptive control
Issue Date: Jun-2000
Citation: Science in China. Series E, v. 43, no. 3, June 2000, p. 313-323
Abstract: This paper solves the exact pole assignment problem for the single-input stochastic systems with unknown coefficients under the controllability assumption which is necessary and sufficient for the arbitrary pole assignment for systems with known coefficients. The system noise is required to be mutually independent with zero mean and bounded second moment. Two approaches to solving the problem are proposed: One is the iterative learning approach which can be applied when the state at a fixed time can be repeatedly observed with different feeback gains; the other is the adaptive control approach which works when the trajectories satisfy a nondegeneracy condition. Both methods are essentially based on stochastic approximation, and the feedback gains are recursively given without invoking the certainty-equivalency-principle.
URI: http://hdl.handle.net/1783.1/295
Appears in Collections:ECE Journal/Magazine Articles

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