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First we consider, in Sect. In Sect. Statements can be shown to be either true or false see also Gonzalez-Perez and Henderson-Sellers A metamodel has been defined as an explicit specification of an abstraction expressed in a specific language. It should be stressed that the abstraction needed here is the F-abs kind of abstraction since it creates type rather than token models. Since it is both an abstraction and a simplification of some reality domain of interest , an ontology is also a model e. Nirenburg ; Guizzardi , p. It is widely stated that, while an ontology uses an open-world assumption, a model uses a closed-world assumption e.

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Wang et al. For a conceptual model to be communicated to others, it is necessary to represent it in some way. In much of software engineering and conceptual modelling, such a representation is through the application of a graphically based modelling language ML —a language appropriate for each of the three domains shown in Fig.

Such an artificial language has many of the attributes of a natural language in terms of possessing both syntax and semantics. In his investigation of the correspondences of terminology in the metamodelling and the ontology subdisciplines, Henderson-Sellers b concludes, as here, that there is a correspondence between a domain-specific ontology and the method domain in Fig. This is named, variously, meta-ontology, ontology specification language, foundational ontology or higher level ontology see Fig. Sorry, but we can't respond to individual comments.

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