Sizing, Cycle Time and Plant Control Using Dioid Algebra

Author:

Amari Said,Demongodin Isabel,Loiseau Jean-Jacques

Publisher

Kluwer Academic Publishers

Reference7 articles.

1. Cassandras C.G. and S. Lafortune. 1999. Introduction to discrete event systems. Kluwer Academic.

2. Baccelli F., G. Cohen, G. Olsder, et J. Quadrat. 1992. Synchronization and Linearity: An algebra for Discrete Event Systems. Willey.

3. Martinez C. and P. Castagna. 2003. Sizing of an industrial plant using tight time constraints using complementary approaches: (max, +) algebra and computer simulation. Simulation Modelling Practice and Theory 11, 75–88.

4. Olsder G.J., Subiono, M.Mc Guettrick. 1998. On large scale max-plus algebra model in railway systems. Actes de la 26ièmeécole de printemps d’informatique théorique: algebre max-plus et applications en informatique et automatique, INRIA, LIAFA, IRCyN, France, 177–192.

5. Mairesse J. 1998. Petri nets, (max,+) algebra and scheduling. Actes de la 26ièmeécole de printemps d’informatique théorique: algebre max-plus et applications en informatique et automatique, INRIA, LIAFA, IRCyN, France, 329–357.

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1. Switching models and control of Petri Nets with shared resources under marking constraints;International Journal of Computer Integrated Manufacturing;2021-10-12

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