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Erschienen in:
2013 | OriginalPaper | Buchkapitel
Incremental, Inductive Coverability
verfasst von : Johannes Kloos, Rupak Majumdar, Filip Niksic, Ruzica Piskac
Erschienen in: Computer Aided Verification
Verlag: Springer Berlin Heidelberg
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We give an incremental, inductive (IC3) procedure to check coverability of well-structured transition systems. Our procedure generalizes the IC3 procedure for safety verification that has been successfully applied in finite-state hardware verification to infinite-state well-structured transition systems. We show that our procedure is sound, complete, and terminating for
downward-finite
well-structured transition systems —where each state has a finite number of states below it— a class that contains extensions of Petri nets, broadcast protocols, and lossy channel systems.
We have implemented our algorithm for checking coverability of Petri nets. We describe how the algorithm can be efficiently implemented without the use of SMT solvers. Our experiments on standard Petri net benchmarks show that IC3 is competitive with state-of-the-art implementations for coverability based on symbolic backward analysis or expand-enlarge-and-check algorithms both in time and space usage.