On just-in-time control of timed event graphs with input constraints: a semimodule approach

DOI10.1007/s10626-014-0200-zzbMath1353.93074OpenAlexW2049245239MaRDI QIDQ503033

Carlos Andrey Maia, Guilherme Gomes da Silva

Publication date: 11 January 2017

Published in: Discrete Event Dynamic Systems (Search for Journal in Brave)

Full work available at URL: https://doi.org/10.1007/s10626-014-0200-z

zbMATH Keywords

max-plus algebraresiduation theorysemimoduletimed Petri netsjust-in-time control

Mathematics Subject Classification ID

Applications of graph theory (05C90) Discrete event control/observation systems (93C65) Max-plus and related algebras (15A80)

Related Items (1)

Model predictive scheduling of semi-cyclic discrete-event systems using switching max-plus linear models and dynamic graphs

Cites Work

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• Control of \((max, +)\)-linear systems minimizing delays
• On the control of max-plus linear system subject to state restriction
• Just in time control of constrained \((max,+)\)-linear systems
• Interval systems over idempotent semiring
• Model predictive control: Theory and practice - a survey
• Duality and separation theorems in idempotent semimodules.
• The equation \(A \otimes x = B \otimes y\) over \((\max,+)\)
• Graphs, dioids and semirings. New models and algorithms.
• Just-in-time control of timed event graphs: update of reference input, presence of uncontrollable input
• Inferring Min and Max Invariants Using Max-Plus Polyhedra
• Optimal closed-loop control of timed event graphs in dioids
• Max-Plus $(A,B)$-Invariant Spaces and Control of Timed Discrete-Event Systems
• Model predictive control for max-plus-linear discrete event systems
• Model reference control for timed event graphs in diods

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