I need to compare if all elements of a given list are unique. (For the record I am doing so for academic purposes.)
Here is what I have thus far:
allDifferent :: (Eq a) => [a] -> Bool
allDifferent list = case list of
[] -> True
(x:xs) -> if x `elem` xs then False else allDifferent xs
Which works wonderfully!
Now, when I try to do it like this...
allDifferent2 :: (Eq a) => [a] -> Bool
allDifferent2 list
| null list = True
| (head list) `elem` (tail list) || allDifferent2 (tail list) = False
| otherwise
It just doesn't work as intended. I get the following output from GHCi:
*Main> allDifferent2 [1..4]
False
*Main> allDifferent2 [1..5]
True
*Main> allDifferent2 [1..6]
False
*Main> allDifferent2 [1..7]
True
i.e. For every list with an even amount of elements it outputs False and for an odd amount of elements, True.
What am I missing? Would anyone care to shine some light?
if it is just about knowing if the list contains duplicates you can use the nub function in Data. List like so: hasDup l = nub l == l (nub removes all duplicates... so this will be true only if there are no duplicates in the list.)
elem :: element -> list -> Bool. Use elem if you want to check whether a given element exists within a list.
The sequence (n:ns) is a shorthand for head - tail. Quite literally, the first value, the head, is called n and the remained are the other, potentially plural, n s, which is why it is called ns . Haskell has pattern matching.
An alternative exploiting notElem:
allDifferent :: (Eq a) => [a] -> Bool
allDifferent list = case list of
[] -> True
(x:xs) -> x `notElem` xs && allDifferent xs
Minor variant, using pattern matching directly in the equations:
allDifferent :: (Eq a) => [a] -> Bool
allDifferent [] = True
allDifferent (x:xs) = x `notElem` xs && allDifferent xs
I tend to stay away from partial functions like head,tail, so the variants based on guards look worse to me.
If you love us? You can donate to us via Paypal or buy me a coffee so we can maintain and grow! Thank you!
Donate Us With