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Analysis and control of timed event graphs in (max, +) algebra for the active localization of time failures.

, , and . Discret. Event Dyn. Syst., 34 (1): 53-93 (2024)

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Analysis and control of timed event graphs in (max, +) algebra for the active localization of time failures., , and . Discret. Event Dyn. Syst., 34 (1): 53-93 (2024)Modèles et calculs garantis pour les systèmes (min,+)-linéaires. (Guaranteed models and computations for (min,+)-linear systems).. University of Angers, France, (2011)Failure detection and localization for timed event graphs in $(, +)$-algebra., , , and . Discret. Event Dyn. Syst., 31 (4): 513-552 (2021)Flow Control with (Min, +) Algebra., , and . ISoLA (1), volume 6415 of Lecture Notes in Computer Science, page 184-197. Springer, (2010)Control of uncertain (max, +)-linear systems in order to decrease uncertainty., , and . WODES, page 400-405. International Federation of Automatic Control, (2010)Model-Based Diagnosis of Time Shift Failures in Discrete Event Systems: A (Max, +) Observer-Based Approach., , , and . KES-IDT, volume 238 of Smart Innovation, Systems and Technologies, page 545-555. Springer, (2021)Mapping Chronicles to a $k$-dimensional Euclidean Space via Random Projections., , , and . CASE, page 1177-1182. IEEE, (2018)Detection of time shift failures in (max, +)-linear systems with time intervals applied to the supervision of assembly lines., , and . SMC, page 1801-1806. IEEE, (2019)Container of (min, +)-linear systems., , and . Discret. Event Dyn. Syst., 24 (1): 15-52 (2014)Observer-based detection and localization of time shift failures in (max, +)-linear systems., , , and . CASE, page 545-550. IEEE, (2021)