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As explained by Harel and Rumpe [21], the semantic mapping has the form Sem : UML P(Systemmodel) and thus functionally relates any item in the syntactic domain to a set of constructs of the semantic domain The semantics of a model m UML is therefore Sem(m) Given any two models m, n UML combined into a complex m n (for any composition operator of the syntactic domain), the semantics of m n is de ned by Sem(m n) = Sem(m) Sem(n) This de nition also works for sets of UML documents, which allows easy treatment of views on a system speci ed by multiple UML diagrams The semantics of several views (ie, several UML documents) is given as Sem({doc1 , , docn }) = Sem(doc1 ) Sem(docn ) A set of UML models docs is consistent if systems exist that are described by the models, so Sem(docs) = .

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As a consequence, the system model supports both view integration and model consistency veri cation In the same way, n UML is a (structural or behavioral) re nement of m UML, exactly if Sem(n) Sem(m) Formally, re nement is nothing other than n is providing at least the information about the system that m does These general mechanisms provide a great advantage, as they simplify any reasoning about composition and re nement operators The system model described in this document identi es the set of all possible object-oriented (OO) systems that can be de ned using a subset of UML which we call clean UML described below It relies on earlier work on system models [1,2,9,20,24,40] To capture and integrate all the orthogonal aspects of a system modeled in UML, the semantic domain must have a certain complexity.

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Because the Default Value for Number and Currency data types is set to 0 by default, these fields are set automatically to 0 when you add a new record. In many situations, such as medical test results and many financial applications, 0 is not an appropriate default value for numeric fields. Be sure to verify that 0 is an appropriate default value in your Access applications.

Related approaches very often contain a relatively small and specialized semantic domain, such as (pairs of) sets of traces for UML interaction [22], template semantics based on hierarchical state machines [42] or Kripke structures [43] for UML state machines, or sets of inequations to give semantics to class diagrams focusing on the satis ability of association.

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