IdrisDoc: Data.Vect.Views

# Data.Vect.Views

splitRec : (xs : Vect n a) -> SplitRec xs

  Covering function for the `SplitRec` view
  Constructs the view in O(n lg n)

split : (xs : Vect n a) -> Split xs

  Covering function for the `Split` view
  Constructs the view in linear time

snocVect : (xs : Vect n a) -> SnocVect xs

  Covering function for the `SnocVect` view
  Constructs the view in linear time

data SplitRec : Vect n a -> Type

  View for splitting a vector in half, recursively

  This allows us to define recursive functions which repeatedly split vectors
  in half, with base cases for the empty and singleton lists.

  SplitRecNil : SplitRec []
  SplitRecOne : SplitRec [x]
  SplitRecPair : (lrec : Lazy (SplitRec xs)) -> (rrec : Lazy (SplitRec ys)) -> SplitRec (xs ++ ys)
data Split : Vect n a -> Type

  View for splitting a vector in half, non-recursively

  SplitNil : Split []
  SplitOne : Split [x]
  SplitPair : Split (x :: xs ++ y :: ys)
data SnocVect : Vect n a -> Type

  View for traversing a vector backwards

  Empty : SnocVect []
  Snoc : (rec : SnocVect xs) -> SnocVect (xs ++ [x])