The aim of our work is to provide an infrastructure for formal proofs over Generic Haskell-style polytypic programs. For this goal to succeed, ...
We formalize proofs over Generic Haskell-style polytypic programs in the proof assistant Coq. This makes it possible to do fully formal (machine verified) ...
We formalize proofs over Generic Haskell-style polytypic programs in the proof assistant Coq. This makes it possible to do fully formal (machine verified) ...
Polytypic programming in COQ. https://doi.org/10.1145/1411318.1411326. Journal: Proceedings of the ACM SIGPLAN workshop on Generic programming, 2008. Publisher ...
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To avoid all this repetition, Coq supports polymorphic inductive type definitions. For example, here is a polymorphic list datatype. Inductive list (X ...
Polytypic functions are reified within Coq as a datatype and they can then be specialized by applying a dependently typed term specialization function.
Polytypic program and proof construction in a type-theoretic setting is exemplified by the definition of a polytypic map function and by mechanized proofs of ...
In order to achieve this goal, we embed polytypic programming in the proof assistant Coq and provide an infrastructure for polytypic proofs. Polytypic ...
My work in Coq (A functional programming language) - Coq-Solutions/Poly.v at master · hpbrown92/Coq-Solutions.
Duration: 11:17
Posted: Sep 29, 2022
Posted: Sep 29, 2022
Missing: Polytypic | Show results with:Polytypic