Using a definition of approximability based on a suitable class of perturbations it is proved that such a property is verified for nonlinear variable structure systems of general form. To do this we assume the usual conditions of the equivalent control theory and we use the properties of the solution map of the initial-value problems associated with the fully nonlinear control system. A comparison with the results of Bartolini and Zolezzi (1986) is considered. © 1993, Taylor & Francis Group, LLC.
Nistri, P. (1993). A note on the approximability property of nonlinear variable structure systems. INTERNATIONAL JOURNAL OF CONTROL, 57(5), 1159-1166 [10.1080/00207179308934437].
A note on the approximability property of nonlinear variable structure systems
NISTRI, PAOLO
1993-01-01
Abstract
Using a definition of approximability based on a suitable class of perturbations it is proved that such a property is verified for nonlinear variable structure systems of general form. To do this we assume the usual conditions of the equivalent control theory and we use the properties of the solution map of the initial-value problems associated with the fully nonlinear control system. A comparison with the results of Bartolini and Zolezzi (1986) is considered. © 1993, Taylor & Francis Group, LLC.
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https://hdl.handle.net/11365/30695
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