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[Coq-Club] Coq formalizations of calculi with control operators, continuations etc.


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  • From: Tadeusz Litak <tadeusz.litak AT gmail.com>
  • To: coq-club AT inria.fr
  • Subject: [Coq-Club] Coq formalizations of calculi with control operators, continuations etc.
  • Date: Wed, 24 Feb 2016 16:55:27 +0100
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Dear all,

I have a question about $SUBJECT$.

I have a hard time trying to find out whether there are some "canonical" Coq formalizations of, let's say, Parigot's \lambda\mu-calculus or related formalisms and their basic metatheory.

In particular, I always thought that formalization of, e.g, normalization proofs which go via the CPS route would make a nice student project. I have a student right now willing to spend some time on this. But I would like to avoid reinventing the wheel, and I had the suspicion that there may be more than a few formalization efforts already available. Still, casual search does not produce all that much. Such calculi do not seem covered, for example, by what I can find in the Iron Lambda repository. Am I missing some obvious references?


Best regards,
t.



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