Logic continuations

We show that a variant of Parigot's λμ-calculus, originally due to de Groote and proved to satisfy Boehm's theorem by Saurin, is canonically interpretable as a call-by-name calculus of delimited control. This observation is expressed using Ariola et al'...

The Curry-Howard isomorphism is the correspondence between propositions and types, proofs and lambda-terms, and proof normalization and evaluation. In Curry-Howard isomorphism, we find a duality between values and continuations in pure functional ...

We show that a variant of Parigot's λμ-calculus, originally due to de Groote and proved to satisfy Boehm's theorem by Saurin, is canonically interpretable as a call-by-name calculus of delimited control. This observation is expressed using Ariola et al'...