Implementing a Dependently Typed Lambda Calculusswier004/talks/2007-sheffield.pdf · • Implement the simply typed lambda calculus. • Modify our implementation to deal with dependent
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Implementing a Dependently Typed Lambda Calculuswouters/Talks/ImplDepTypedLambdaCalc-Sheffield.pdfCurry-Howard Isomorphism • Dependent types provide a mathematical framework for
homepages.inf.ed.ac.ukhomepages.inf.ed.ac.uk/psaville/thesis-for-screen.pdf · Abstract In this thesis I lift the Curry{Howard{Lambek correspondence between the simply-typed lambda
Making Computational Sense of Montague's Intensional Logic · 2011. 2. 5. · Montague's language of intensional logic is a typed lambda calculus. In this language he constructs a
Strong normalization in a typed lambda calculus with ... · Strong normalization in a typed lambda calculus with lambda structured types Citation for published version (APA): Nederpelt,
The Simply Typed Lambda Calculus - Uni Koblenz-Landaulaemmel/plt/slides/typed-lambda.pdf · Why is Y not typeable? •Consider again the fixed-point combinator:! Y = λf .(λx.f
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Lecture Notes on the Lambda Calculusstaff.ustc.edu.cn/~xyfeng/teaching/TOPL/lectureNotes/lambdanotes.pdfSimply-typed lambda calculus. In the simply-typed lambda calculus, we always
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A Formalization of Strong Normalization for Simply Typed ...hwxi/academic/talks/lfmtp06.pdf · A Formalization of Strong Normalization for ... though polymorphism is also supported.
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A tutorial implementation of a dependently typed lambda ...A. Loh, C. McBride, W. Swierstra/A tutorial implementation of a dependently typed lambda calculus¨ 1003 This article is
Lesson 4 Typed Arithmetic Typed Lambda Calculus€¦ · Lesson 4: Typed Arithmetic and Lambda Calculus 8 Lesson 4: Typed Arith & Lambda 15 Uniqueness of types Theorem (8.2.4). Each
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Fitch-Style Modal Lambda CalculiThe Curry-Howard propositions-as-types isomorphism [21,39,41]rovidesacor-respondence between natural deduction and typed lambda calculus of interest
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