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Footnotes
- (1)
- In fact Sig is a category, and Sen(.)
and Mod(.) are functors. The categorial aspects of the semantics
of CASL are emphasized in its formal semantics [Sem97c].
- (2)
- The choice of a particular
proof system for CASL has been investigated, but not yet decided.
- (3)
- The translation of such constraints
along signature morphisms adds a further component, for technical
reasons.
- (4)
- Mixfix notation is so-called because it generalizes
infix, prefix, and postfix notation to allow arbitrary mixing of
argument positions and identifier tokens.
CoFI
Document: CASL/Summary --Version 0.99-- 21 April 1998.
Comments to cofi-language@brics.dk