
Abstract. This paper presents a technique called generic composition to provide a uniform basis for modal operators, sequential composition, different kinds of parallel compositions and various healthiness conditions appearing in a variety of semantic theories. The weak inverse of generic composition is defined. A completeness theorem shows that any predicate can be written in terms of generic composition and its weak inverse. A number of algebraic laws that support reasoning are derived.
Healthiness condition, Predicative semantics, Modal logic, Semantics in the theory of computing, Parallelism
Healthiness condition, Predicative semantics, Modal logic, Semantics in the theory of computing, Parallelism
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