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On Bisimulation in the π-calculusby: David Walker
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AbstractResults concerning bisimulation equivalences in the (polyadic) π-calculus are presented. It is shown that on the restriction-free fragment of the calculus, open bisimilarity coincides with dynamic barbed bisimilarity in all (restriction-free) π-contexts, and also with barbed bisimilarity in the class of contexts obtained by adding a new operator. It is further shown that the first characterization does not extend to the full π-calculus, but that by introducing a distinction-indexed family of new operators, an analogue of the second result can be obtained for indexed open bisimilarity.
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