Abstract
The notion of confluence is prevalent in graph transformation systems (GTS) as well as constraint handling rules (CHR). This work presents a generalized embedding of GTS in CHR that allows to consider strong derivations in confluence analyses. Confluence of a terminating CHR program is decidable, whereas confluence of a terminating GTS is undecidable. We show that observable confluence in CHR coincides with a sufficient criterion for confluence of the embedded GTS. For this purpose the automatic confluence check for CHR can be reused.
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