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https://doi.org/10.1007/978-3-662-62074-8hen, we statically analyze whether tainted information flow between API source and sink calls occurs. To this end, we model the API calls using graph transformation rules. We subsequently use critical pair analysis to automatically analyze potential dependencies between rules representing source cal

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Mit Selbstcoaching zum Traumjobnguage GP2 (Graph Programs 2) for subsequent reformulation. Our engine currently employs a curated set of handcrafted rewrite rules applied sequentially to the ASTs by the GP2 framework. It is designed to learn the efficacy of various rewrites, prioritising those that yield superior performance outc

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Linear-Time Graph Programs for?Unbounded-Degree Graphs cost of graph matching. Previous work demonstrated that with so-called . rules, certain algorithms can be executed in linear time using the graph programming language GP?2. However, for non-destructive algorithms which retain the structure of input graphs, achieving a linear runtime required that i

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Causal Graph Dynamics and?Kan Extensionsdeterministic. The claim has been proven for different classes of models such as mesh refinements from computer graphics, Lindenmayer systems from morphogenesis modeling, and cellular automata from biological, physical and parallel computation modeling. The Global Transformation formalism achieves t

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The ‘Causality’ Quagmire for?Formalised Bond Graphss are replete with ambiguity, significantly impeding understanding. We extend the formalisation in preceding work to address the phenomenon of ‘causality’, intended to help formulate solution strategies for bond graphs, but usually presented in such vague terms that the claims made are easily shown

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Localized RETE for?Incremental Graph QueriesIncremental approaches based on the RETE algorithm provide an adequate solution in many scenarios, but are generally designed to search for query results over the entire graph. However, in certain situations, a user may only be interested in query results for a subgraph, for instance when a develope

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Using Application Conditions to?Rank Graph Transformations for?Graph Repairnary property, i.e., a graph is consistent or inconsistent with respect to a set of constraints, recent work has presented an approach to consistency as a graduated property. This allows living with inconsistencies for a while and repairing them when necessary. When repairing inconsistencies in a gr

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Deriving Delay-Robust Timed Graph Transformation System Modelstion results in communication delays among agents that have to be adequately taken into account by software models to avoid race conditions. However, engineering DCPSs at a higher level of detail by incorporating communication delays explicitly inflates model size and impedes analysis..In this paper