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Last Updated: October 31, 2026
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In this video we implement our own version of the type Bool, along with the We cover types, type variables, and typeclasses in I show how the Maybe datatype and lists can be used to deal with We prove completeness of the natural deduction proof calculus for propositional We implement natural numbers, arithmetic and comparison using an inductive datatype. All code can be found in the course git ... We implement the typeclasses Ord, Enum, Num, Real and Integral for the natural numbers. This allows us to use all standard ... We discuss how the foldr and foldl patterns can be used for very compact implementations. All code can be found in the course git ... We implements datatypes for integers based in the natural numbers. Correction: At 04:50 I forgot the case (==) (Neg Z) (Pos Z) ...
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