AbstractIn this paper we give both operational and abstract concurrent semantics for the π-calculus (a process algebra with the ability of handling channels as messages [23]) and discuss their consistency. For the operational semantics [15,6];, for the abstract semantics we introduce interleaving, partial ordering and mixed ordering observations, define the corresponding bisimulation relations and discuss them
AbstractWhen concurrency is a primitive notion, models of process calculi usually include commuting ...
The -calculus is a formal model of concurrent computation based on the notion of naming. It has an i...
AbstractTraditional process calculi usually abstract away from network details, modeling only commun...
In this short position paper, we would like to offer a new template to study process algebras for co...
This paper studies causality in the π-calculus. Our notion of causality combines the dependencies gi...
A process calculus extending the pi-calculus with higher-order agent abstractions as in the Higher-O...
The π-calculus is a model of concurrent computation based upon the notion of naming It is rst prese...
A methodology is introduced for defining truly concurrent semantics of processes as equivalence clas...
For a long time, the quest for a formal foundation of concurrent programming has kept semanticists h...
AbstractWe present the π-calculus, a calculus of communicating systems in which one can naturally ex...
In this paper we discuss final semantics for the \u3c0-calculus, a process algebra which models syst...
Proposes a typed calculus of synchronous processes based on the structure of interaction categories....
AbstractProcess algebras are standard formalisms for compositionally describing systems by the depen...
We study causality in the π-calculus. Our notion of causality combines the dependencies given by the...
AbstractProcess algebra semantics can be categorised into noninterleaving semantics, where parallel ...
AbstractWhen concurrency is a primitive notion, models of process calculi usually include commuting ...
The -calculus is a formal model of concurrent computation based on the notion of naming. It has an i...
AbstractTraditional process calculi usually abstract away from network details, modeling only commun...
In this short position paper, we would like to offer a new template to study process algebras for co...
This paper studies causality in the π-calculus. Our notion of causality combines the dependencies gi...
A process calculus extending the pi-calculus with higher-order agent abstractions as in the Higher-O...
The π-calculus is a model of concurrent computation based upon the notion of naming It is rst prese...
A methodology is introduced for defining truly concurrent semantics of processes as equivalence clas...
For a long time, the quest for a formal foundation of concurrent programming has kept semanticists h...
AbstractWe present the π-calculus, a calculus of communicating systems in which one can naturally ex...
In this paper we discuss final semantics for the \u3c0-calculus, a process algebra which models syst...
Proposes a typed calculus of synchronous processes based on the structure of interaction categories....
AbstractProcess algebras are standard formalisms for compositionally describing systems by the depen...
We study causality in the π-calculus. Our notion of causality combines the dependencies given by the...
AbstractProcess algebra semantics can be categorised into noninterleaving semantics, where parallel ...
AbstractWhen concurrency is a primitive notion, models of process calculi usually include commuting ...
The -calculus is a formal model of concurrent computation based on the notion of naming. It has an i...
AbstractTraditional process calculi usually abstract away from network details, modeling only commun...