**One-liners**

- May 24th, 2016:

Given f :: a -> [a] -> b, g :: a -> c

Write h :: c -> [c] -> b, point-free, in terms of f and g

where h x y = f (g x) (map g y) - May 16th, 2016: The next 3 #1Liner are of a piece, using
`data CmpV a =`

Vec { len :: Int, top :: a, elts :: [a],

cmp :: CmpV a -> CmpV a -> Ordering } - Give the point-free definition of:
`twoVs :: CmpV a -> CmpV b -> ([a], [b])`

`instance Ord (CmpV a) where`

compare v1 = uncurry (cmp v1) . (v1,)

Make compare point-free by removing v1 from above definition- An Ord-instance needs an Eq-instance:
`instance Eq a => Eq (CmpV a) where`

v1 == v2 = elts v1 == elts v2

point-free-itize`(==)`

- May 16th, 2016: You have the following lambda:

\x y -> x == y || fn x y

where fn :: a -> a -> Bool

Point-free-itize - obadz @obadzz without any fancy uses of the (a ->) Applicative :)

curry $ foldr (||) False . flip map [(==), fn] . flip uncurry - obadz @obadzz with fancy use of (a ->) Applicative :)

curry $ liftA2 (||) (uncurry (==)) (uncurry fn) - Noah Luck Easterly @walkstherain

curry $ uncurry (||) . (uncurry (==) &&& uncurry fn) - May 5th, 2016:

sames :: Eq a => [a] -> [a] -> Int

Counts equal values at the same indices in two lists.

What is the point-free definition?- joomy @cattheory

sames = curry (length . filter (uncurry (==)) . uncurry zip) - bazzargh @bazzargh and then Fatih Karakurt @karakfa

((length . filter id) .) . zipWith (==) - me: sum <<- fromenum="" li="" nbsp="" zipwith="">
- Noah Luck Easterly @walkstherain

sames = ((sum . map fromEnum) .) . zipWith (==) - `getSum . foldMap (Sum . fromEnum)` seems better than `foldr (bool id succ) 0` but both satisfy `[Bool] -> Int`
- Андреев Кирилл @nonaem00

let it = (length .) . (filter id .) . zipWith (==)

- joomy @cattheory