Abstract. The chi calculus is studied in the framework incorporating two constructions widely useful in applications: asymmetric communica-tion and mismatch condition. The barbed bisimilarity is used to give a general picture of how the two constructions affect the observational the-ory. Both the operational properties and the algebraic properties of the enriched calculus are investigated to support an improved understanding of the bisimulation behaviors of the model.
Abstract. In this paper, we study weak bisimulation congruences for the χ-calculus, a symmetric vari...
A theory of symbolic bisimulation for the π-calculus is proposed which captures the conventional not...
Part 1: Full PapersInternational audiencePsi-calculi is a parametric framework for process calculi s...
AbstractThe theory of chi processes with the mismatch operator is studied. Four congruence relations...
Abstract. Chi calculus was proposed as a process algebra that has a uniform treatment of names. The ...
We study two bisimilarities for ν-calculus, a small but expressive formalism with asynchronou...
AbstractThe paper investigates a concurrent computation model, chi calculus, in which communications...
Abstractχ-Calculus was proposed as a process calculus that has a uniform treatment of names. Prelimi...
The paper investigates a concurrent computation model, chi calculus, in which communications resembl...
AbstractExploiting linear type structure, we introduce a new theory of weak bisimilarity for the π-c...
AbstractProof systems for weak bisimulation equivalences in the π-calculus are presented, and their ...
Abstract. Behavioral theory for higher-order process calculi is less well developed than for first-o...
AbstractThe asynchronous π-calculus is a variant of the π-calculus where message emission is non-blo...
Results concerning bisimulation equivalences in the (polyadic) pi-calculus are presented. It is show...
In this paper, we study weak bisimulation congruences for the χ-calculus, a symmetric variant of the...
Abstract. In this paper, we study weak bisimulation congruences for the χ-calculus, a symmetric vari...
A theory of symbolic bisimulation for the π-calculus is proposed which captures the conventional not...
Part 1: Full PapersInternational audiencePsi-calculi is a parametric framework for process calculi s...
AbstractThe theory of chi processes with the mismatch operator is studied. Four congruence relations...
Abstract. Chi calculus was proposed as a process algebra that has a uniform treatment of names. The ...
We study two bisimilarities for ν-calculus, a small but expressive formalism with asynchronou...
AbstractThe paper investigates a concurrent computation model, chi calculus, in which communications...
Abstractχ-Calculus was proposed as a process calculus that has a uniform treatment of names. Prelimi...
The paper investigates a concurrent computation model, chi calculus, in which communications resembl...
AbstractExploiting linear type structure, we introduce a new theory of weak bisimilarity for the π-c...
AbstractProof systems for weak bisimulation equivalences in the π-calculus are presented, and their ...
Abstract. Behavioral theory for higher-order process calculi is less well developed than for first-o...
AbstractThe asynchronous π-calculus is a variant of the π-calculus where message emission is non-blo...
Results concerning bisimulation equivalences in the (polyadic) pi-calculus are presented. It is show...
In this paper, we study weak bisimulation congruences for the χ-calculus, a symmetric variant of the...
Abstract. In this paper, we study weak bisimulation congruences for the χ-calculus, a symmetric vari...
A theory of symbolic bisimulation for the π-calculus is proposed which captures the conventional not...
Part 1: Full PapersInternational audiencePsi-calculi is a parametric framework for process calculi s...