Denotation of contextual modal type theory (CMTT): Syntax and meta-programming

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Denotation of contextual modal type theory (CMTT): Syntax and meta-programming

The modal logic S4 can be used via a Curry-Howard style correspondence to obtain a λcalculus. Modal (boxed) types are intuitively interpreted as ‘closed syntax of the calculus’. This λ-calculus is called modal type theory — this is the basic case of a more general contextual modal type theory, or CMTT. CMTT has never been given a denotational semantics in which modal types are given denotation ...

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The modal logic S4 can be used via a Curry-Howard style correspondence to obtain a λcalculus. Modal (boxed) types are intuitively interpreted as ‘closed syntax of the calculus’. This λ-calculus is called modal type theory — this is the basic case of a more general contextual modal type theory, or CMTT. CMTT has never been given a denotational semantics in which modal types are given denotation ...

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ژورنال

عنوان ژورنال: Journal of Applied Logic

سال: 2013

ISSN: 1570-8683

DOI: 10.1016/j.jal.2012.07.002