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Design of observers for timed continuous Petri net systems., , , and . SMC (2), page 1678-1685. IEEE, (2004)Deadlock-Freeness Analysis of Continuous Mono-T-Semiflow Petri Nets., , and . IEEE Trans. Automat. Contr., 51 (9): 1472-1481 (2006)Marking homothetic monotonicity and fluidization of untimed Petri nets., , and . WODES, page 21-27. International Federation of Automatic Control, (2012)Evaluation of Sustained Stochastic Oscillations by Means of a System of Differential Equations., , , and . Int. J. Comput. Their Appl., 19 (2): 101-111 (2012)A Scheduling Strategy for Synchronous Elastic Designs., , , and . Fundam. Informaticae, 108 (1-2): 1-21 (2011)Modeling Uncertain Biomass Composition in Genome-Scale Metabolic Models with Flexible Nets., , and . QEST, volume 14287 of Lecture Notes in Computer Science, page 148-151. Springer, (2023)On Controllability of Timed Continuous Petri Net Systems: the Join Free Case., , , and . CDC/ECC, page 7645-7650. IEEE, (2005)fnyzer: A Python Package for the Analysis of Flexible Nets., and . CMSB, volume 12314 of Lecture Notes in Computer Science, page 349-355. Springer, (2020)The "bound Reaching Problem" on the Fluidization of Timed Petri Nets., , and . WODES, page 142-148. International Federation of Automatic Control, (2014)An Efficient Heuristics for Minimum Time Control of Continuous Petri nets., , , and . ADHS, volume 42 of IFAC Proceedings Volumes, page 44-49. Elsevier, (2009)