By James H. Martin
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Additional info for A computational model of metaphor interpretation
A component of a kind described by a certain construct is called a specimen of that construct. Informative text For example, any particular class text, built according to the rules given in this language description, is a component. The construct Class describes the structure of class texts; any class text is a specimen of that construct. At the other end of the complexity spectrum, an identifier such as your_variable is a specimen of the construct Identifier. Although we could use the term “instance” in lieu of “specimen”, it could cause confusion with the instances of an Eiffel class — the run-time objects built according to the class specification.
Where the last word denotes a query of name value in the enclosing class. 14 Definition: Validity constraint A validity constraint on a construct is a requirement that every syntactically well-formed specimen of the construct must satisfy to be acceptable as part of a software text. 15 Definition: Valid A construct specimen, built according to the syntax structure defined by the construct’s production, is said to be valid, and will be accepted by the language processing tools of any Eiffel environment, if and only if it satisfies the validity constraints, if any, applying to the construct.
Case 3 gives us indirect forms of dependency, derived from the other cases. 9 Validity: Root Type rule Validity code: VSRT It is valid to designate a type TN as root type of a system of universe U if and only if it satisfies the following conditions: 1 TN is the name of a stand-alone type T. 2 T only involves classes in U. 3 T’s base class is not deferred. 4 The base class of any type on which T depends is in U. Informative text These conditions make it possible to create the root object: • A type is “stand-alone” if it only involves class names; this excludes “anchored” types (like some_entity) and formal generic parameters, which only mean something in the context of a particular class text.
A computational model of metaphor interpretation by James H. Martin