Apr 16, 2013 · An analysis of our Coq developments shows that eliminating typing contexts produces a more significant reduction in both the number of lemmas ...
An analysis of our Coq developments shows that eliminating typing contexts produces a more significant reduction in both the number of lemmas and the count of ...
We now begin mechanizing the simply typed λ-calculus (STLC) in LF. In ... STLC typing derivations in non-empty contexts γ as a statement about LF terms.
An analysis of the Coq developments shows that eliminating typing contexts produces a more significant reduction in both the number of lemmas and the count ...
An analysis of our Coq developments shows that eliminating typing contexts produces a more significant reduction in both the number of lemmas and the count of ...
An analysis of our Coq developments shows that eliminating typing contexts produces a more significant reduction in both the number of lemmas and the count of ...
Based on the metatheory of System F<:, a typed lambda-calculus with second ... The next challenge considers the type soundness of pure F<: (without record.
Missing: Mechanizing | Show results with:Mechanizing
[PDF] Mechanizing Metatheory – The Next Chapter - McGill University
www.cs.mcgill.ca › talks › popl19
Lesson 2: Beluga exploits high-level abstractions and primitives. (HOAS, contexts, substitutions, renamings, etc.) leading to a compact implementation (416 LOC) ...
Abstract When mechanizing the metatheory of a programming language, one usually needs many lemmas proving structural properties of typing judgments,.
Duration: 1:00:41
Posted: Mar 3, 2019
Posted: Mar 3, 2019
Missing: Contexts. | Show results with:Contexts.