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Tiny type-checker with dependent types
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ashley-woodard/nano-Agda
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A tiny type-checker, loosely based on "On the Algebraic Foundation of Proof Assistants for Intuitionistic Type Theory", Abel, Coquand, Dybjer. some ideas from "A Tutorial Implementation of a Dependently Typed Lambda Calculus", Löh, McBride, Swierstra are also used for this implementation. Additionally, this implementation performs evaluation to normal form and type checking/inference at the same time. Some extra features, that add a lot of convenience, but just little complication are also present, such as dependent sums. The interesting bits are in Normal.hs (mainly the subst function which performs hereditary substitutions) TypeCheckerNF.hs (type checking and driver of normalisation)
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