Papers
2
Total Citations
6
H-Index
2
About
Jan Komenda is a leading researcher in discrete event systems and max-plus algebra, with a particular focus on the modeling and analysis of timed and switched systems. His core contributions lie in the development of **max-plus linear-dual inequalities (LDIs)** for P-time event graphs—a framework that captures processes where tasks must be executed within strict time windows. Komenda pioneered the use of switched LDIs to model multi-product processing networks, enabling rigorous cycle time analysis and scheduling under constraints. His work bridges theoretical advances in algebraic system theory with practical applications in manufacturing and logistics. Notably, his 2024 paper on switched max-plus linear-dual inequalities has already garnered 4 citations, while his 2022 study on scheduling in multi-product networks has earned 2 citations, reflecting growing interest in his methods. Komenda’s research is distinguished by its ability to handle both primal and dual dynamics, offering a unified approach to performance evaluation and control. His contributions are essential for students and engineers tackling complex, time-constrained industrial systems.
Research Focus
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Top Papers
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