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Explicit Substitutitions for Constructive Necessity |
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AbstractMachine. be applied to design an abstract machine from our modal calculus with explicit substitutions. The main application of our modal calculus is as a framework for specifying and analysing computation stages in the context of functional languages. We use our constructive type theory to translate a variant of Nielson and Nielson's two-level functional language whose two levels correspond to compile-time and run-time (types and) programs. This gives rise to a compile-time and a run-time...
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