This paper defines a category GNet with object set all Petri nets. A morphism in GNet from a net N to a net N' gives a precise way of simulating every evolution of N by an evolution of N'. We exhibit a morphism from a simple message handler to one with error-correction, showing that the more refined message handler can simulate any behaviour of its simple counterpart. The existence of such a morphism proves the correctness of the refinement
AbstractWe show that although the algebraic semantics of place/transition Petri nets under the colle...
We encode the execution of Petri nets in Partially Commutative Linear Logic, an intuitionistic logic...
International audienceThe firing rule of Petri nets relies on a residuation operation for the commut...
AbstractThis paper presents a framework for giving a compositional theory of Petri nets using catego...
The chief purpose of this paper is to appraise the feasibility of Girad's linear logic as a specific...
Inspired by Meseguer and Montanari's "Petri Nets are Monoids", we propose that a refinement o f a Pe...
AbstractA categorical semantic domain is constructed for Petri nets which satisfies the diagonal com...
In the last few years, the semantics of Petri nets has been investigated in several different ways. ...
The categorical modeling of Petri nets has received much attention recently. The Dialectica construc...
AbstractThis paper deals with various extensions of the concept of Petri net. It uses net languages ...
AbstractPetri nets are widely used to model concurrent systems. However, their composition and abstr...
AbstractWe give a high-level overview of our recent results which extend and unify the lines of rese...
A categorical semantic domain is constructed for the reification of Petri nets based on graph transf...
AbstractNet transformations are used as powerful techniques for manipulation of Petri net based mode...
Completeness is shown for several versions of Girard's linear logic with respect to Petri nets ...
AbstractWe show that although the algebraic semantics of place/transition Petri nets under the colle...
We encode the execution of Petri nets in Partially Commutative Linear Logic, an intuitionistic logic...
International audienceThe firing rule of Petri nets relies on a residuation operation for the commut...
AbstractThis paper presents a framework for giving a compositional theory of Petri nets using catego...
The chief purpose of this paper is to appraise the feasibility of Girad's linear logic as a specific...
Inspired by Meseguer and Montanari's "Petri Nets are Monoids", we propose that a refinement o f a Pe...
AbstractA categorical semantic domain is constructed for Petri nets which satisfies the diagonal com...
In the last few years, the semantics of Petri nets has been investigated in several different ways. ...
The categorical modeling of Petri nets has received much attention recently. The Dialectica construc...
AbstractThis paper deals with various extensions of the concept of Petri net. It uses net languages ...
AbstractPetri nets are widely used to model concurrent systems. However, their composition and abstr...
AbstractWe give a high-level overview of our recent results which extend and unify the lines of rese...
A categorical semantic domain is constructed for the reification of Petri nets based on graph transf...
AbstractNet transformations are used as powerful techniques for manipulation of Petri net based mode...
Completeness is shown for several versions of Girard's linear logic with respect to Petri nets ...
AbstractWe show that although the algebraic semantics of place/transition Petri nets under the colle...
We encode the execution of Petri nets in Partially Commutative Linear Logic, an intuitionistic logic...
International audienceThe firing rule of Petri nets relies on a residuation operation for the commut...