Proposal: add ordNub somewhere in containers

Gershom B gershomb at gmail.com
Mon Oct 16 22:17:19 UTC 2017


There have been many discussions over the years about adding an
efficient order preserving nub somewhere to our core libraries. It
always comes down to the same issue: an efficient nub wants to be
backed by an efficient `Set`, but the API of the `nub` itself doesn't
make reference to any other data structures besides lists. So it feels
a bit conceptually strange to put an efficient nub anywhere besides
`Data.List` even though it can't go there without inverting our
dependency tree in a weird way or inlining an efficient set
implementation into the middle of it.

Nonetheless, the convenience of having a good `nub` lying around in a
core library is undeniable, and after writing the "usual" one in my
code for the zillionth time, I decided to raise an issue about it:

https://github.com/haskell/containers/issues/439

I was promptly directed here to make a proper proposal.

So, here:

1) I propose two new functions,

`ordNub` and `intNub`

with the standard implementation (from https://github.com/nh2/haskell-ordnub):

import qualified Data.Set as Set

ordNub :: (Ord a) => [a] -> [a]
ordNub l = go Set.empty l
  where
    go _ [] = []
    go s (x:xs) = if x `Set.member` s then go s xs
                                      else x : go (Set.insert x s) xs

and the same implementation, but specialized to `Int` and using `IntSet`s.

The rationale for the names is that the former has a long history of
use in folklore, and the latter is the obvious specialization of it.

2) I propose these functions be added to a new module in the
`containers` library: `Data.Containers.ListUtils`. This can also
potentially in the future add efficient list intersection, etc. as
documented on the above reference link.

The rationale for the new module is that it can provide a meaningful
home for such functions which operate on lists, but require other data
structures to be implemented efficiently...

Discussion period: 2 weeks.

--Gershom


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