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OCL2AC: Automatic Translation of OCL Constraints to Graph Constraints and Application Conditions for given constraint set. . has two main functionalities: First, OCL constraints are translated into semantically equivalent graph constraints. Secondly, graph constraints can further be integrated as application conditions into transformation rules. The resulting rule is applicable only if its applica

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https://doi.org/10.1007/978-3-658-27186-2f fusion grammars by adding splicing rules that split node sets into two node sets and equip them with complementary hyperedges. As a result a derivation step in such a grammar is either a fusion of complementary hyperedges, a multiplication of a connected component or a splicing. We prove two main

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USW-Schriften für Führungskr?fteeractive computation. Graph-based reaction systems allow us to introduce a novel methodology for graph transformation, which is not based on the traditional “cut, add, and paste” approach, but rather on moving within a “universe” graph . (surfing on .) from a subgraph of . to a subgraph of ., creati

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Unternehmerisches Personalmanagementng rule matches uniformly at random. We demonstrate these features with graph programs for randomised and evolutionary algorithms. First, we implement Karger’s minimum cut algorithm, which contracts randomly selected edges; the program finds a minimum cut with high probability. Second, we generate r

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Mitarbeiterführung in Arztpraxis und Kliniknstructs for explicitly controlling graph-rewriting rule applications. In this regard, a formal semantic foundation for controlled graph rewriting is inevitable as a reliable basis for tool-based specification and automated analysis of graph-based algorithms. Although several promising attempts have

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