Abstract
The computational complexity of reachability problems for Petri nets is analyzed and a new class of Petri nets is introduced. A net of the class is composed of subnets of state machines. Sufficient conditions on initial and target markings are obtained under which the reachability problem for the class is solvable in deterministic polynomial time. Also presented is an algorithm that examines in deterministic polynomial time whether a Petri net is in the class. >
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Deterministic Polynomial Time
Class Of Petri Nets
Reachability Problems For Petri Nets
New Class Of Petri Nets
Deterministic Time
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