[1] Baccelli F., Cohen G., Olsder G. J., Quadrat J. P.:
Synchronization and Linearity: An Algebra for Discrete Event Systems. Wiley, New York 1992
MR 1204266 |
Zbl 0824.93003
[2] Cofer D., Garg V.:
Supervisory control of real–time discrete–event systems using lattice theory. IEEE Trans. Automat. Control 41 (1996), 199–209
MR 1375752 |
Zbl 0846.93005
[3] Cohen G., Moller P., Quadrat J., Viot M.: Algebraic tools for the performance evaluation of discrete event systems. Proc. IEEE 77 (1989), 39–58
[5] Doustmohammadi A., Kamen E.: Direct generation of event–timing equations for generalized flow shop systems. In: Proceedings of the SPIE Photonics East 1995 Symposium, Philadelphia 1995, pp. 50–62
[6] Gazarik M.: Monitoring and Control of Manufacturing Systems Based on the Max–plus Formulation. Ph.D. Thesis, Georgia Institute of Technology, Atlanta 1997
[7] Gazarik M., Kamen E.:
Reachability and observability of linear systems over max–plus. In: 5th IEEE Mediterranean Conference on Control and Systems, Paphos 1997
MR 1705526
[8] Kamen E. W.: An Equation–based approach to the control of discrete event systems with applications to manufacturing. In: International Conference on Control Theory and Its Applications, Jerusalem 1993
[9] Olsder G., Roos C.:
Cramer and Cayley–Hamilton in the max algebra. Linear Algebra Appl. 101 (1988), 87–108
MR 0941298 |
Zbl 0659.15012
[10] Prou J.-M., Wagneur E.:
Controllability in the Max-algebra. In: 5th IEEE Mediterranean Conference on Control and Systems, Paphos 1997, revised version: Kybernetika 35 (1999), 13–24
MR 1705527