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HYBRID
2004
Springer

On O-Minimal Hybrid Systems

14 years 5 months ago
On O-Minimal Hybrid Systems
This paper is driven by a general motto: bisimulate a hybrid system by a finite symbolic dynamical system. In the case of o-minimal hybrid systems, the continuous and discrete components can be decoupled, and hence, the problem reduces in building a finite symbolic dynamical system for the continuous dynamics of each location. We show that this can be done for a quite general class of hybrid systems defined on o-minimal structures. In particular, we recover the main result of a paper by Lafferriere G., Pappas G.J. and Sastry S. on o-minimal hybrid systems. Mathematics Subject Classification : 68Q60, 03C64.
Thomas Brihaye, Christian Michaux, Cédric R
Added 01 Jul 2010
Updated 01 Jul 2010
Type Conference
Year 2004
Where HYBRID
Authors Thomas Brihaye, Christian Michaux, Cédric Rivière, Christophe Troestler
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