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 Date: 2016-04-19 09:56:22Software engineering Declarative programming Computer programming Lambda calculus Functional programming Subroutines Formal methods Theoretical computer science Combinatory logic Let expression Lambda lifting Anonymous function |
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c ACM, 2009. This is the author’s version of the work. It is posted here by permission of ACM for your personal use. ° Not for redistribution. The definitive version was published in the Proceedings of the Haskell Sym![Remarks on Krivine’s ”Lambda-calculus, types and models”, Chapter 1, §2 Darij Grinberg, 5 JuneIntroduction The point of this note is to 1) add some lemmata to Chapter 1 §2 of [1] (lemmata that are used i](https://www.pdfsearch.io/img/1d332c8e20b484736ac15370261a341b.jpg "Remarks on Krivine’s ”Lambda-calculus, types and models”, Chapter 1, §2 Darij Grinberg, 5 JuneIntroduction The point of this note is to 1) add some lemmata to Chapter 1 §2 of [1] (lemmata that are used i")
![Variable-free Formalization of the Curry-Howard Theory W. W. Tait The reduction of the lambda calculus to the theory of combinators in [Sch¨onfinkel, 1924] applies to positive implicational logic, i.e. to the typed lam](https://www.pdfsearch.io/img/3eb38529e5c4059e0dff4ede5483e467.jpg "Variable-free Formalization of the Curry-Howard Theory W. W. Tait The reduction of the lambda calculus to the theory of combinators in [Sch¨onfinkel, 1924] applies to positive implicational logic, i.e. to the typed lam")
