Model predictive control for discrete event systems with partial synchronization
Author:
Publisher
Elsevier BV
Subject
Electrical and Electronic Engineering,Control and Systems Engineering
Reference9 articles.
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2. Cohen, G., Gaubert, S., & Quadrat, J.P. (1993). From first to second-order theory of linear discrete event systems. In 12th IFAC world congress, Sydney, July, Vol. 1(pp. 679–682).
3. Model reference control for timed event graphs in dioids;Cottenceau;Automatica,2001
4. David-Henriet, X., Hardouin, L., Raisch, J., & Cottenceau, B. (2013). Optimal control for timed event graphs under partial synchronization. In 52nd IEEE conference on decision and control, CDC’13, Firenze, Italy, December (pp. 7609–7614).
5. David-Henriet, X., Hardouin, L., Raisch, J., & Cottenceau, B. (2014). Modeling and control for Max-Plus systems with partial synchronization. In International workshop on discrete event systems, WODES’14, Paris, France, May.
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