I'm trying to write a function that deletes the second occurrence of an element in a list. Currently, I've written a function that removes the first element:
removeFirst _ [] = []
removeFirst a (x:xs) | a == x = xs
| otherwise = x : removeFirst a xs
as a starting point. However,I'm not sure this function can be accomplished with list comprehension. Is there a way to implement this using map?
EDIT: Now I have added a removeSecond function which calls the first
deleteSecond :: Eq a => a -> [a] -> [a]
deleteSecond _ [] = []
deleteSecond a (x:xs) | x==a = removeFirst a xs
| otherwise = x:removeSecond a xs
However now the list that is returned removes the first AND second occurrence of an element.
You first compare the head of the list ( y ) to the item you want to remove and correctly return the item or an empty list using areTheySame . Then you want to recursively continue using removeItem on the rest of the list ( ys ). The resulting list needs to be concatenated using ++ .
Haskell is statically typed, and every function or variable has a type. In this case, removeNth is a function that takes an integer (the position n ) and a list of any type as its argument and returns a list with the nth element removed.
There is a function in Haskell that takes first n elements of user-supplied list, named take . The syntax is: function-name arg1 arg2 . So, take takes first 1000 elements from an infinite list of numbers from 0 to infinity.
Well, assuming you've got removeFirst
- how about searching for the first occurence, and then using removeFirst
on the remaining list?
removeSecond :: Eq a => a -> [a] -> [a]
removeSecond _ [] = []
removeSecond a (x:xs) | x==a = x:removeFirst a xs
| otherwise = x:removeSecond a xs
You could also implement this as a fold.
removeNth :: Eq a => Int -> a -> [a] -> [a]
removeNth n a = concatMap snd . scanl go (0,[])
where go (m,_) b | a /= b = (m, [b])
| n /= m = (m+1, [b])
| otherwise = (m+1, [])
and in action:
λ removeNth 0 1 [1,2,3,1]
[2,3,1]
λ removeNth 1 1 [1,2,3,1]
[1,2,3]
I used scanl
rather than foldl
or foldr
so it could both pass state left-to-right and work on infinite lists:
λ take 11 . removeNth 3 'a' $ cycle "abc"
"abcabcabcbc"
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