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Complete enumeration of minimal siphons in ordinary Petri nets based on problem partitioning

, , , and . 2015 54th IEEE Conference on Decision and Control (CDC), page 356--361. IEEE, (December 2015)
DOI: 10.1109/cdc.2015.7402226

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A Deadlock Prevention Policy for a Class of Multithreaded Software., , , , , , and . IEEE Access, (2020)A three-stage deadlock prevention strategy for S3PR nets., , and . CASE, page 286-291. IEEE, (2015)A method of computing strict minimal siphons in an S3PR based on resource circuits., , and . CDC, page 2785-2790. IEEE, (2010)A Method to Compute Strict Minimal Siphons in a Class of Petri Nets Based on Loop Resource Subsets, , , and . IEEE Transactions on Systems, Man, and Cybernetics - Part A: Systems and Humans, 42 (1): 226--237 (January 2012)Learning-Inspired Immune Algorithm for Multiobjective-Optimized Multirobot Maritime Patrolling., , , , and . IEEE Internet Things J., 11 (6): 9870-9881 (March 2024)Synthesis of Petri nets controller for the constraints involving marking vector and Parikh vector., and . SMC (2), page 1705-1710. IEEE, (2004)Controllability of complex siphons for deadlock prevention in Systems of Simple Sequential Processes with Resources., , and . ICRA, page 3820-3825. IEEE, (2015)Complete enumeration of minimal siphons in ordinary Petri nets based on problem partitioning., , , and . CDC, page 356-361. IEEE, (2015)Extracting all minimal siphons from maximal unmarked siphons in manufacturing-oriented Petri nets., , and . CASE, page 399-404. IEEE, (2011)New reachability trees for analyzing unbounded Petri nets with semilinear reachability sets., , and . Sci. China Inf. Sci., 61 (12): 129104:1-129104:3 (2018)