Title: Real analytic control systems (13 pages)
Author(s): Saber Jafarpour and Andrew D. Lewis
Detail: Proceedings of the 53rd IEEE Conference on Decision and Control, December 2014, pages 5618-5623
Conference proceedings version: Download

Original manuscript: 2014/03/15

Using a suitable locally convex topology for the space of real analytic vector fields, we give a characterization of real analytic control systems. Among other things, this class of real analytic control systems has the property that, upon substitution of an open-loop control, the resulting time-varying vector field has a flow depending on initial condition in a real analytic manner. To give context to the real analytic case, we also consider the cases of finitely differentiable and smooth control systems.

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Last Updated: Fri Jul 10 07:54:14 2020

Andrew D. Lewis (andrew at mast.queensu.ca)