app Quicksort provides [ quicksort ] imports [] quicksort : List Int -> List Int quicksort = \originalList -> helper originalList helper : List Int -> List Int helper = \originalList -> quicksortHelp : List (Num a), Int, Int -> List (Num a) quicksortHelp = \list, low, high -> if low < high then when partition low high list is Pair partitionIndex partitioned -> partitioned |> quicksortHelp low (partitionIndex - 1) |> quicksortHelp (partitionIndex + 1) high else list swap : Int, Int, List a -> List a swap = \i, j, list -> when Pair (List.get list i) (List.get list j) is Pair (Ok atI) (Ok atJ) -> list |> List.set i atJ |> List.set j atI _ -> [] partition : Int, Int, List (Num a) -> [ Pair Int (List (Num a)) ] partition = \low, high, initialList -> when List.get initialList high is Ok pivot -> when partitionHelp (low - 1) low initialList high pivot is Pair newI newList -> Pair (newI + 1) (swap (newI + 1) high newList) Err _ -> Pair (low - 1) initialList partitionHelp : Int, Int, List (Num a), Int, (Num a) -> [ Pair Int (List (Num a)) ] partitionHelp = \i, j, list, high, pivot -> if j < high then when List.get list j is Ok value -> if value <= pivot then partitionHelp (i + 1) (j + 1) (swap (i + 1) j list) high pivot else partitionHelp i (j + 1) list high pivot Err _ -> Pair i list else Pair i list result = quicksortHelp originalList 0 (List.len originalList - 1) if List.len originalList > 3 then result else # Absolutely make the `originalList` Shared by using it again here # but this branch is not evaluated, so should not affect performance List.set originalList 0 (List.len originalList)