The ABCs of petri net reachability relaxations

Michael Blondin · ACM SIGLOG News · 2020

Petri nets form a widespread model of concurrency well suited for the verification of systems with infinitely many configurations. Deciding configuration reachability in Petri nets, which plays a central role in their formal analysis, suffers from a nonelementary time complexity lower bound. We survey relaxations that alleviate this tremendous complexity, both for classical Petri nets and for extensions with affine transformations, branching rules and colored tokens.

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