Objective: Finding the permutation of a list such as ["abc", "bc", "acc"]
Problem: My permutation contains doubled and tripled elements and I want to get rid of those elements.
The result that I obtained from the list above is :
[["abc","bc","acc"],["abc","bc"],["abc","acc","bc"],["abc","acc"],["abc","acc"],["abc"],["bc","abc","acc"],["bc","abc"],["bc","acc","abc"],["bc","acc"],["bc","acc"],["bc"],["acc","abc","bc"],["acc","abc"],["acc","bc","abc"],["acc","bc"],["acc","bc"],["acc"],["bc","acc"],["bc"],["acc","bc"],["acc"],["acc"],[]]
The code that I wrote in order to get rid of those doubled elements is stated below:
fct开发者_如何学运维 [] = []
fct (xs)
| (head xs) `elem` xs = fct (delete (head xs) xs)
| otherwise = fct xs
Here I wanted to take the first element of the list and compare it with the rest of the list. Can you help me to find a solution to my problem.
Those are not permutations, because some of them don't contain all the original elements. It seems to be a combination of permutations and selections.
In ghci:
Prelude Data.List Control.Monad> concatMap permutations $ filterM (const [False, True])["abc", "bc", "acc"]
[[],["acc"],["bc"],["bc","acc"],["acc","bc"],["abc"],["abc","acc"],["acc","abc"], ["abc","bc"],["bc","abc"],["abc","bc","acc"],["bc","abc","acc"],["acc","bc","abc"],["bc","acc","abc"],["acc","abc","bc"],["abc","acc","bc"]]
You can use the function nub to remove duplicates from a list.
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