International audienceIn recent works we proposed a lazy algorithm for reachability analysis in networks of automata. This algorithm is optimistic and tries to take into account as few automata as possible to perform its task. In this paper we extend the approach to the more general settings of reachability analysis in unbounded Petri nets and reachability analysis in bounded Petri nets with inhibitor arcs. We consider we are given a reachability algorithm and we organize queries to it on bigger and bigger nets in a lazy manner, trying thus to consider as few places and transitions as possible to make a decision. Our approach has been implemented in the Romeo model checker and tested on benchmarks from the model checking contest
International audienceIn this paper, we define a class of Petri nets, called Petri nets with counter...
AbstractWe define 2 operators on relations over natural numbers such that they generalize the operat...
AbstractIn this paper, we define a class of Petri nets, called Petri nets with counters, that can be...
International audienceWe address the problem of reachability in distributed systems, modelled as net...
Abstract. We introduce a novel technique for checking reachability in Petri nets that relies on a re...
. In this paper we propose an efficient reachability set based Petri net analysis by introducing dy...
International audienceIn a recent work we proposed an algorithm for reachability analysis in distrib...
We address the problem of reachability in distributed systems, modelled as networks of finite automa...
AbstractUsing linear algebraic techniques, we analyse the computational complexity of testing reacha...
We investigate the problem asking whether the intersection of a context-free language (CFL) and a Pe...
Petri nets, also known as vector addition systems, are a long established model of concurrency with ...
Abstract. We consider the reachability problem for timed automata. A standard solution to this probl...
In this paper, we define a class of Petri nets, called Petri nets with counters, that can be seen as...
In this paper a compact representation of the reachability graph of a Petri net is proposed. The tra...
We define 2 operators on relations over natural numbers such that they generalize the operators ’+ ’...
International audienceIn this paper, we define a class of Petri nets, called Petri nets with counter...
AbstractWe define 2 operators on relations over natural numbers such that they generalize the operat...
AbstractIn this paper, we define a class of Petri nets, called Petri nets with counters, that can be...
International audienceWe address the problem of reachability in distributed systems, modelled as net...
Abstract. We introduce a novel technique for checking reachability in Petri nets that relies on a re...
. In this paper we propose an efficient reachability set based Petri net analysis by introducing dy...
International audienceIn a recent work we proposed an algorithm for reachability analysis in distrib...
We address the problem of reachability in distributed systems, modelled as networks of finite automa...
AbstractUsing linear algebraic techniques, we analyse the computational complexity of testing reacha...
We investigate the problem asking whether the intersection of a context-free language (CFL) and a Pe...
Petri nets, also known as vector addition systems, are a long established model of concurrency with ...
Abstract. We consider the reachability problem for timed automata. A standard solution to this probl...
In this paper, we define a class of Petri nets, called Petri nets with counters, that can be seen as...
In this paper a compact representation of the reachability graph of a Petri net is proposed. The tra...
We define 2 operators on relations over natural numbers such that they generalize the operators ’+ ’...
International audienceIn this paper, we define a class of Petri nets, called Petri nets with counter...
AbstractWe define 2 operators on relations over natural numbers such that they generalize the operat...
AbstractIn this paper, we define a class of Petri nets, called Petri nets with counters, that can be...