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Stephan Boyer

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titleconferencedate
Proving Theorems and Certifying Programs with CoqLambdaConf 20182018-06-03
Concrete claims and code: Coq proofs are Gallina terms checked by the typechecker, Ltac scripts generate those terms, and proofs erase to runnable…
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Unconference CoqLambdaConf 20182018-06-03
Proofs are built interactively: start with a goal like n + 0 = n, use intro/induction/simple/reflexivity tactics to move variables, reduce and close base…
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What are Dependent TypesLambdaConf 20172017-05-25
Claims that dependent types can encode arbitrary mathematical propositions and that a type checker enforces those properties statically. Demonstrations include…
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Higher order AbstractionsLambdaConf 20172017-05-25
Defines and compares concrete Haskell type class implementations: Contravariant contramap :: (a -> b) -> f b -> f a with Predicate and function examples…
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