In earlier work, we have shown that two variants of weak fairness can be expressed comparatively easily in the timed process algebra PAFAS. To demonstrate the usefulness of these results, we complement work by Walker (Form Asp Comput 1:273–292, 1989) and study the liveness property of Dekker’s mutual exclusion algorithm within our process algebraic setting. We also present some results that allow to reduce the state space of the PAFAS process representing Dekker’s algorithm, and give some insight into the representation of fair behaviour in PAFAS.
Liveness of a Mutex Algorithm in a Fair Process Algebra
CORRADINI, Flavio;DI BERARDINI, Maria Rita;
2009-01-01
Abstract
In earlier work, we have shown that two variants of weak fairness can be expressed comparatively easily in the timed process algebra PAFAS. To demonstrate the usefulness of these results, we complement work by Walker (Form Asp Comput 1:273–292, 1989) and study the liveness property of Dekker’s mutual exclusion algorithm within our process algebraic setting. We also present some results that allow to reduce the state space of the PAFAS process representing Dekker’s algorithm, and give some insight into the representation of fair behaviour in PAFAS.File in questo prodotto:
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