I have a lambda function ((:) . ((:) x)) that I am passing to foldr like so: foldr ((:) . ((:) x)) [] xs where xs is a 2d list. I would like to refactor to make it clearer (so I can better understand it). I imagine it would be done like so:
foldr (\ element acc -> (element:acc) . (x:acc)) [] xs
But this gives me the error:
ex.hs:20:84: error:
• Couldn't match expected type ‘a0 -> b0’ with actual type ‘[[a]]’
• Possible cause: ‘(:)’ is applied to too many arguments
In the second argument of ‘(.)’, namely ‘(x : acc)’
In the expression: (element : acc) . (x : acc)
In the first argument of ‘foldr’, namely
‘(\ element acc -> (element : acc) . (x : acc))’
• Relevant bindings include
acc :: [[a]] (bound at ex.hs:20:60)
element :: [a] (bound at ex.hs:20:52)
xs :: [[a]] (bound at ex.hs:20:30)
x :: [a] (bound at ex.hs:20:28)
prefixes :: [a] -> [[a]] (bound at ex.hs:20:1)
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20 | prefixes = foldr (\x xs -> [x] : (foldr (\ element acc -> (element:acc) . (x:acc)) [] xs)) []
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Edit: My all relevant code surrounding this snippet is
prefixes :: Num a => [a] -> [[a]]
prefixes = foldr (\x acc -> [x] : (foldr ((:) . ((:) x)) [] acc)) []
and its invocation is:
prefixes [1, 2, 3]
How can I refactor the lambda ((:) . ((:) x)) to include both its arguments?