Can I use a list of Traversal? The following code:
f::[Int] -> [[Int]]
f l = [l & i .~ 1 |  i<-[ix 0], (l^? i) == Just 0]
produces an error:
  • Couldn't match type ‘Const (Data.Monoid.First Int) [Int]’
                     with ‘Identity [Int]’
      Expected type: ASetter [Int] [Int] Int Integer
        Actual type: Getting (Data.Monoid.First Int) [Int] Int
    • In the first argument of ‘(.~)’, namely ‘i’
      In the second argument of ‘(&)’, namely ‘i .~ 1’
      In the expression: l & i .~ 1
Looking at this question I think I need somehow to explicitly give a type to i, but every my attempt fails.
The lens found in the human eye is a prime example of a convex lens. Another common example of a convex lens is the magnifying glass that is used to correct Hypermetropia or long-sightedness. Convex lenses are used in cameras as they focus the light and produce a clear image.
The problem is not in specifying type explicitly. Every time you want to have a container of lenses or traversals (lens inside pair, lens inside list, lens inside Maybe) you need to use ReifiedLens.
See this question for explanation:
Why do we need Control.Lens.Reified?
So your example should be written like this:
import Control.Lens
f :: [Int] -> [[Int]]
f l = [ l & i .~ 1 
      | Traversal i <- [Traversal $ ix 0]
      , l ^? i == Just 0
      ]
Note that here
Traversalis a constructor of typeReifiedTraversal.
And it works like this:
ghci> f [0,0,0]
[[1,0,0]]
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