Formal methods for computing hyperbolic invariant sets for nonlinear systems

Author:

Berger Guillaume O.1,Jungers Raphaël M.1

Affiliation:

1. UCLouvain, Louvain-la-Neuve, Belgium

Publisher

ACM

Reference5 articles.

1. Guillaume O Berger Fulvio Forni and Raphaél M Jungers. 2018. Path-complete p-dominant switching linear systems. arXiv preprint arxiv:1808.09757 (2018). to appear in Proceedings of IEEE 57th Annual Conference on Decision and Control. Guillaume O Berger Fulvio Forni and Raphaél M Jungers. 2018. Path-complete p -dominant switching linear systems. arXiv preprint arxiv:1808.09757 (2018). to appear in Proceedings of IEEE 57th Annual Conference on Decision and Control.

2. Ergodic Theory and Negative Curvature

3. Uniformly hyperbolic control theory

4. George Osipenko. 2006. Dynamical systems graphs and algorithms. Springer. George Osipenko. 2006. Dynamical systems graphs and algorithms. Springer.

5. Clark Robinson. 1998. Dynamical systems: stability symbolic dynamics and chaos (second edition). CRC press. Clark Robinson. 1998. Dynamical systems: stability symbolic dynamics and chaos (second edition). CRC press.

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