: The "in the large" properties of typed graph transformation systems in the double pushout framework and a double pullback variation of it, are reexamined for injective productions (for which the theory is strictly richer than in the general case). Preceding accounts utilising a fixed choice of pullbacks (whether adopted directly or via partial morphisms) are seen to be excessively sensitive to the precise graphs involved for comfort. The properties of a fixed choice of pullbacks are seen to be analogous to those of a splitting of an opfibration, and so a framework of graph transformations utilising unsplit opfibrations is constructed, which proves to be free of the excessive sensitivity noted. The new formulation exploits a trip...
Graph transformation systems are widely recognized as a powerful formalism for the specification of ...
Abstract. Double-pushout (DPO) transformations with borrowed con-text extend the standard DPO approa...
Motivated by recent work on the derivation of labelled transitions and bisimulation congruences from...
In this paper we investigate and compare four variants of the double-pushout approach to graph trans...
The classical algebraic approach to graph transformation is a mathematical theory based on categoric...
In a recent paper, mimicking Winskel’s construction for Petri nets, a concurrent semantics for (doub...
International audienceWe propose a new algebraic approach to graph transformation, called the Pullba...
The algebraic approaches to graph transformation are based on the concept of gluing of graphs, mode...
The elegance of the single-pushout (SPO) approach to graph transformations arises from substituting ...
We propose an unfolding semantics for graph transformation systems in the double-pushout (DPO) appro...
The algebraic approaches to graph transformation are based on the concept of gluing of graphs, mode...
The DPO approach for graph transformations is based on productions and direct transformations define...
We believe that the technique of graph transformation offers a very natural way to specify semantics...
The dynamic behavior of rule-based systems (like term rewriting systems, process algebras, and so on...
International audienceSome recent algebraic approaches to graph transformation include a pullback co...
Graph transformation systems are widely recognized as a powerful formalism for the specification of ...
Abstract. Double-pushout (DPO) transformations with borrowed con-text extend the standard DPO approa...
Motivated by recent work on the derivation of labelled transitions and bisimulation congruences from...
In this paper we investigate and compare four variants of the double-pushout approach to graph trans...
The classical algebraic approach to graph transformation is a mathematical theory based on categoric...
In a recent paper, mimicking Winskel’s construction for Petri nets, a concurrent semantics for (doub...
International audienceWe propose a new algebraic approach to graph transformation, called the Pullba...
The algebraic approaches to graph transformation are based on the concept of gluing of graphs, mode...
The elegance of the single-pushout (SPO) approach to graph transformations arises from substituting ...
We propose an unfolding semantics for graph transformation systems in the double-pushout (DPO) appro...
The algebraic approaches to graph transformation are based on the concept of gluing of graphs, mode...
The DPO approach for graph transformations is based on productions and direct transformations define...
We believe that the technique of graph transformation offers a very natural way to specify semantics...
The dynamic behavior of rule-based systems (like term rewriting systems, process algebras, and so on...
International audienceSome recent algebraic approaches to graph transformation include a pullback co...
Graph transformation systems are widely recognized as a powerful formalism for the specification of ...
Abstract. Double-pushout (DPO) transformations with borrowed con-text extend the standard DPO approa...
Motivated by recent work on the derivation of labelled transitions and bisimulation congruences from...