Graph Transformations: 6th International Conference, ICGT by Antónia Lopes, José Luiz Fiadeiro (auth.), Hartmut Ehrig,
By Antónia Lopes, José Luiz Fiadeiro (auth.), Hartmut Ehrig, Gregor Engels, Hans-Jörg Kreowski, Grzegorz Rozenberg (eds.)
This booklet constitutes the lawsuits of the sixth overseas convention on Graph differences, ICGT 2012, held in Bremen, Germany, in September 2012. The 30 papers and three invited papers offered have been rigorously reviewed and chosen from a variety of submissions. The papers are prepared in topical sections on behavioural research, high-level graph transformation, revisited ways, common transformation types, structuring and verification, graph modifications in use, (meta-)model evolution and incremental approaches.
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Additional info for Graph Transformations: 6th International Conference, ICGT 2012, Bremen, Germany, September 24-29, 2012. Proceedings
A simple GReAT transformation is shown in Fig. 5 which specifies how to create a PNML3 document (conforming to the metamodel shown in Fig. 6) out of a source PetriNet model. Because of the metamodel evolution shown in Fig. 3, the simple GReAT transformation needs to be adapted since the Net element is no longer existing in the new version of the metamodel. In  the Model Change Language (MCL) is proposed to specify metamodel evolutions and automatically generate the corresponding migration. Thus, MCL rules, like the one in Fig.
8. The approach relies on three adapters able to automate the propagation Fig. 7. Migration rule for Net Evolutionary Togetherness Difference Calculation Domain model 1 Difference model EMFGen model GMFTool model 29 GMFMap model EMFGen adapter GMFTool adapter Domain model 2 GMFMap adapter Adapted EMFGen model Adapted GMFTool model Adapted GMFMap model Fig. 8. , metamodel changes) to the EMFGen, GMFTool, and GMFMap models required by GMF to generate the graphical editor. In particular, EMFGen is a model used by the EMF generator to produce Java code required to manage models conforming to the metamodel of the considered modeling language.
The details are then explained in the following subsections. In the example, the development of a calculator is considered. In the process, we use two abstraction levels: the behavioral level and the register transfer level. The overall ﬂow from Fig. 2 is partitioned into two subﬂows for each respective abstraction level as depicted in Figs. 3 and 4, respectively. As can be seen, in conjunction with BDD at the behavioral level and the reﬁnement/IP-reuse approach at RTL, completeness analysis techniques tailored for each respective method are employed (see right hand side of both ﬁgures).