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Composition of Relations in Enterprise Architecture Modelslity, by allowing to leave out certain details, and automated abstraction and complexity reduction of models facilitating stakeholder-specific visualisations. For a specific enterprise architecture modelling language, we explicitly derive this composition operator. Because of the specific properties

污秽

Analysis of Metabolic Pathways by Graph Transformationction of transforming a substrate chemical graph to a product chemical graph using a set of explicit chemical reactions, is stated as the problem of finding an appropriate set of sequences of chemical graph transformations from the substrate to the product, and the design of a graph transformation s

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Fundamental Theory for Typed Attributed Graph Transformationoach to typed attributed graph transformation providing as fundamental results the Local Church-Rosser, Parallelism, Concurrency, Embedding and Extension Theorem and a Local Confluence Theorem known as Critical Pair Lemma in the literature.

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Model Checking Graph Transformations: A Comparison of Two Approachesh of them, and we evaluate the results. Our conclusion is that the first approach outperforms the second if the dynamic and/or symmetric nature of the problem under analysis is limited, while the second shows its superiority for inherently dynamic and symmetric problems.

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https://doi.org/10.1007/978-3-030-25316-5ction of transforming a substrate chemical graph to a product chemical graph using a set of explicit chemical reactions, is stated as the problem of finding an appropriate set of sequences of chemical graph transformations from the substrate to the product, and the design of a graph transformation s

微粒

https://doi.org/10.1007/978-3-322-86790-2oach to typed attributed graph transformation providing as fundamental results the Local Church-Rosser, Parallelism, Concurrency, Embedding and Extension Theorem and a Local Confluence Theorem known as Critical Pair Lemma in the literature.

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增强

https://doi.org/10.1007/978-3-658-03251-7eover, the more general structure of hierarchical graphs and of transformation rules leads to a refined condition, termed fragmented parallel independence, which subsumes both parallel independence and non-critical overlap as special cases.