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Graph Transformations and Model-Driven Engineering: The Merits of Manfred Nagle received a master degree in 1969. Subsequently, he worked at a research lab of Siemens AG in the area of graphics software. In 1971, he returned to the University of Erlangen-Nuremberg. At the chair of programming languages headed by Hans-Jürgen Schneider, he focused on graph grammars and graph re

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The Edge of Graph Transformation — Graphs for Behavioural Specificatione latter: Why should anyone not already educated in the field adopt graph transformation-based methods, rather than a mainstream modelling language or a process algebra; or vice versa, what is holding potential users back? These questions can be further refined by focusing on particular aspects like

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SIT

On GS-Monoidal Theories for Graphs with Nesting represent explicitly and at the right level of abstraction some relevant topological and logical features of models and systems, including nesting, hierarchies, sharing of resources, and pointers or links. We also provide an encoding of the proposed algebra into terms of a gs-monoidal theory, and t

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Stochastic Modelling and Simulation of Mobile Systems reliability of such systems, stochastic methods are required. Stochastic graph transformations allow the integrated modelling of these two concerns by associating with each rule and match a probability distribution governing the delay of its application. Depending on the nature of these distributio

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Autonomous Units and Their Semantics – The Concurrent Caseerate and compete in a common environment. The autonomous units are independent of each other, and the environment may be large and structured in such a way that a global synchronization of process activities is not reasonable or not feasible. To reflect this assumption properly, a concurrent-proces

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災(zāi)禍

Extended Triple Graph Grammars with Efficient and Compatible Graph Translatorsodeling language and vice-versa. The underlying data structure of such languages usually are some sort of graphs. Triple graph grammars (TGGs) are a formally founded language for describing correspondence relationships between two graph languages in a declarative way. Bidirectional graph language tr

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