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Other work on UML class diagram semantics has used the following approaches: 1. Expression of UML semantics in a semantic representation outside UML, using denotational [11,19,26,52,72], operational [17], axiomatic [36], or categorytheoretic [75] semantics. 2. Metamodeling, representing UML semantics in terms of a small-core UML notation together with OCL [15]. This is the approach used in the UML 2 infrastructure and superstructure documents, although in these many of the semantic de nitions are informally expressed and not formalized in OCL (in some cases OCL is unable to express the de nitions). Denotational semantics (e.g., [11,19,72]) are very useful as an underpinning for axiomatic semantics; however, they can be very complex and dif cult to understand and implement directly, or to tailor to different semantic variation points of UML. For this reason we prefer to give an axiomatic semantics, which is closely linked to notations used for proof and semantic analysis (in classical mathematical and logical notation, or in B). vb.net ean-13 barcode . NET EAN-13 Generator - Create 1D EAN-13 Barcode in .NET ...
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