I am trying to count the number of non-empty lists in a list of lists with recursive code. My goal is to write something simple like:
prod :: Num a => [a] -> a
prod [] = 1
prod (x:xs) = x * prod xs
I already have the deifniton and an idea for the edge condition:
nonEmptyCount :: [[a]] -> Int
nonEmptyCount [[]] = 0
I have no idea how to continue, any tips?
I think your base case, can be simplified. As a base-case, we can take the empty list [], not a singleton list with an empty list. For the recursive case, we can consider (x:xs). Here we will need to make a distinction between x being an empty list, and x being a non-empty list. We can do that with pattern matching, or with guards:
nonEmptyCount :: [[a]] -> Int
nonEmptyCount [] = 0
nonEmptyCount (x:xs) = -- …
That being said, you do not need recursion at all. You can first filter your list, to omit empty lists, and then call length on that list:
nonEmptyCount :: [[a]] -> Int
nonEmptyCount = length . filter (…)
here you still need to fill in ….
Old fashion pattern matching should be:
import Data.List
nonEmptyCount :: [[a]] -> Int
nonEmptyCount [] = 0
nonEmptyCount (x:xs) = if null x then 1 + (nonEmptyCount xs) else nonEmptyCount xs
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