. The problem of finding a true concurrent semantics for contextual P/T nets has not been deeply studied yet. The interest for such a semantics has been renewed by some recent proposals to equip mobile process algebras with a net semantics based on this model. In [3] we proposed a causal semantics for such nets, in this paper we study the non sequential semantics of contextual P/T nets. The semantics is based on a suitable notion of occurrence net and, equipped with a notion of history preserving bisimulation, is more discriminating of the contextual one in general, whereas both are equivalent if we restrict our attention to positive context only. 1 Introduction Place/Transition nets [13] are a well known model used to describe concurrent ...
We investigate the notion of history preserving bisimulation for contextual P/T nets, a generalizati...
A methodology is introduced for defining truly concurrent semantics of processes as equivalence clas...
AbstractWe propose a model of non-sequential processes and study its properties. The model is called...
The paper is centered around the study and comparison of truly concurrent semantics for P/T nets wit...
We propose a new kind of nets, called contextual nets, where events may have both preconditions and ...
. This paper is concerned with defining causal (non sequential) behavior of Petri nets via occurrenc...
In the classical theory of Petri nets, a process is an operational description of the behaviour of a...
We show that the so-called 'Petri nets are monoids' approach initiated by Meseguer and Montanari can...
AbstractWe present an event structure semantics for contextual nets, an extension of P/T Petri nets ...
We present an event structure semantics for contextual nets, an extension of P/T Petri nets where tr...
We propose an event based semantics for contextual nets, i.e. an extension of Place/Transition Petri...
Part 1: Computational ModelsInternational audiencePetri Nets are a well-known model of concurrency a...
We present an event structure semantics for contextual nets, an extension of P/T Petri nets where t...
AbstractThe aim of this paper is to present a unifying concept for Petri nets with restricted occurr...
Two ways of describing the behaviour of concurrent systems have widely been suggested: arbitrary int...
We investigate the notion of history preserving bisimulation for contextual P/T nets, a generalizati...
A methodology is introduced for defining truly concurrent semantics of processes as equivalence clas...
AbstractWe propose a model of non-sequential processes and study its properties. The model is called...
The paper is centered around the study and comparison of truly concurrent semantics for P/T nets wit...
We propose a new kind of nets, called contextual nets, where events may have both preconditions and ...
. This paper is concerned with defining causal (non sequential) behavior of Petri nets via occurrenc...
In the classical theory of Petri nets, a process is an operational description of the behaviour of a...
We show that the so-called 'Petri nets are monoids' approach initiated by Meseguer and Montanari can...
AbstractWe present an event structure semantics for contextual nets, an extension of P/T Petri nets ...
We present an event structure semantics for contextual nets, an extension of P/T Petri nets where tr...
We propose an event based semantics for contextual nets, i.e. an extension of Place/Transition Petri...
Part 1: Computational ModelsInternational audiencePetri Nets are a well-known model of concurrency a...
We present an event structure semantics for contextual nets, an extension of P/T Petri nets where t...
AbstractThe aim of this paper is to present a unifying concept for Petri nets with restricted occurr...
Two ways of describing the behaviour of concurrent systems have widely been suggested: arbitrary int...
We investigate the notion of history preserving bisimulation for contextual P/T nets, a generalizati...
A methodology is introduced for defining truly concurrent semantics of processes as equivalence clas...
AbstractWe propose a model of non-sequential processes and study its properties. The model is called...