A set-theoretic semantics for Clear
A semantics for the Clear specification language is given. The language of set theory is employed to present constructions corresponding to Clear's specification-combining operations, which are then used as the basis for a denotational semantics. This is in contrast to Burstall and Goguen's 1980 semantics which described the meanings of these operations more abstractly via concepts from category theory.
semantics for the Clear specification language
scientific article; zbMATH DE number 3850492
scientific article