isPalindrome :: [a] -> Bool
isPalindrome xs = case xs of
[] -> True
[x] -> True
a
You're comparing two items of type a
using ==
. That means a
can't just be any type - it has to be an instance of Eq
, as the type of ==
is (==) :: Eq a => a -> a -> Bool
.
You can fix this by adding an Eq
constraint on a
to the type signature of your function:
isPalindrome :: Eq a => [a] -> Bool
By the way, there is a much simpler way to implement this function using reverse
.
hammar explanation is correct.
Another simple example:
nosPrimeiros :: a -> [(a,b)] -> Bool
nosPrimeiros e [] = False
nosPrimeiros e ((x,y):rl) = if (e==x) then True
else nosPrimeiros e rl
The (e==x) will fail for this function signature. You need to replace:
nosPrimeiros :: a -> [(a,b)] -> Bool
adding an Eq instance for a
nosPrimeiros :: Eq => a -> [(a,b)] -> Bool
This instantiation is saying that now, a has a type that can be comparable with and (e==x) will not fail.