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Static Infinite Wait Anomaly Detection in Polynomial Time
註釋Abstract: "Infinite wait anomalies associated with a barrier rendezvous model (e.g., Ada) can be divided into two classes: stalls and deadlocks. Although precise static deadlock detection is NP-hard, we present two polynomial time algorithms which use a statically derivable program representation, the sync graph, to certify a useful class of programs free of deadlocks. We also define three conditions on the sync graph necessary for deadlock to occur in a program. We prove that exact checking of these conditions is an NP-hard problem. We also present initial results on the detection and avoidance of stalls."