In this paper we prove as a central theorem, that the local confluence of critical pairs implies the local confluence of a single-pushout graph rewriting system. For this result it is necessary to suitable generalize the notions of critical pair and confluence from the standard case of term or tree rewriting to the more gneral case of graph transformation
We present a new criterion for confluence of (possibly) non-terminating left-linear term rewriting s...
AbstractThe well-known notion of critical pairs already allows a static conflict detection, which is...
Abstract. The goal of this paper is the generalization of embedding and confluence results for graph...
AbstractFor graph rewriting systems a notion of critical pair based only on the rewriting rules is d...
Abstract. It is shown that it is undecidable in general whether a terminating graph rewriting system...
Local confluence is an important property in many rewriting systems. The notion of critical pairs is...
AbstractThe purpose of the present paper is twofold: Firstly, show that it is possible to rewrite gr...
This extended abstract breifly introduces rewriting of networks (directed acyclic graphs with the ex...
As it is well-known, the critical pair lemma enables a finite test for confluence of (finite) termin...
Part 4: Regular PapersInternational audienceWe present the foundations of critical pair analysis for...
AbstractInheritance is an important and widely spread concept enabling the elegant expression of hie...
The well-known notion of critical pairs already allows a static conflict detection, which is importa...
International audienceConvergent rewriting systems on algebraic structures give methods to prove coh...
AbstractUsing graph transformation as a formalism to specify model transformation, termination and c...
to appear in Theoretical Computer Science ARelational Graph Rewritings: This note presents a new for...
We present a new criterion for confluence of (possibly) non-terminating left-linear term rewriting s...
AbstractThe well-known notion of critical pairs already allows a static conflict detection, which is...
Abstract. The goal of this paper is the generalization of embedding and confluence results for graph...
AbstractFor graph rewriting systems a notion of critical pair based only on the rewriting rules is d...
Abstract. It is shown that it is undecidable in general whether a terminating graph rewriting system...
Local confluence is an important property in many rewriting systems. The notion of critical pairs is...
AbstractThe purpose of the present paper is twofold: Firstly, show that it is possible to rewrite gr...
This extended abstract breifly introduces rewriting of networks (directed acyclic graphs with the ex...
As it is well-known, the critical pair lemma enables a finite test for confluence of (finite) termin...
Part 4: Regular PapersInternational audienceWe present the foundations of critical pair analysis for...
AbstractInheritance is an important and widely spread concept enabling the elegant expression of hie...
The well-known notion of critical pairs already allows a static conflict detection, which is importa...
International audienceConvergent rewriting systems on algebraic structures give methods to prove coh...
AbstractUsing graph transformation as a formalism to specify model transformation, termination and c...
to appear in Theoretical Computer Science ARelational Graph Rewritings: This note presents a new for...
We present a new criterion for confluence of (possibly) non-terminating left-linear term rewriting s...
AbstractThe well-known notion of critical pairs already allows a static conflict detection, which is...
Abstract. The goal of this paper is the generalization of embedding and confluence results for graph...