logical verificationexercises 1 prop1 and simply typed λ-calculus Exercise 1. a. Show that (B → (A → B) → C) → B → C is a tautology. b. Give the type derivation in simply typed λ-calculus correspon - Tautology - Document - PDFSEARCH.IO

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	logical verificationexercises 1 prop1 and simply typed λ-calculus Exercise 1. a. Show that (B → (A → B) → C) → B → C is a tautology. b. Give the type derivation in simply typed λ-calculus correspon Add to Reading List Document Date: 2011-09-02 08:06:23 Open Document File Size: 56,91 KB Share Result on Facebook

logical verificationexercises 1 prop1 and simply typed λ-calculus Exercise 1. a. Show that (B → (A → B) → C) → B → C is a tautology. b. Give the type derivation in simply typed λ-calculus corresponAdd to Reading List