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/// This type is only every inhabited when S is nominally equivalent to T | |
pub type Is <S, T> = Is_ <S, T>; | |
priv struct Is_ <S, T>; | |
// Construct a proof of the fact that a type is nominally equivalent | |
// to itself. | |
pub fn Is <T> () -> Is <T, T> { Is_ } | |
pub impl <S, T> Is_ <S, T> { |
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insert : Ord a => a -> Vect n a -> Vect (1 + n) a | |
insert x [] = [x] | |
insert x (y::ys) with (x <= y) | |
| True = x::y::ys | |
| False = y::insert x ys | |
isort : Ord a => Vect n a -> Vect n a | |
isort [] = [] | |
isort (x::xs) = insert x (isort xs) |