Introduction to higher order categorical logic
Introduction to higher order categorical logic
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On the completeness of compositional reasoning methods
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Higher-order functional reactive programming without spacetime leaks
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An abstract categorical semantics for functional reactive programming with processes
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Recent research has revealed that the "always" and "eventually" operators from temporal logic correspond to the type constructors for behaviors and events from functional reactive programming (FRP). It is furthermore well-known that the "until" operators from LTL are generalizations of "always" and "eventually". In this paper, we show that behaviors and events can be generalized analogously. The result is a notion of process, which combines continuous and discrete aspects. We develop a common categorical semantics for an intuitionistic temporal logic with "until" and FRP with processes. This semantics reflects time-dependent trueness in temporal logic, time-dependent type inhabitance in FRP, and causality of FRP operations.