Also these two were mentioned earlier (using zipConsecutivesWith):-- fibonacci:fibs = 1 : 1 : zipConsecutivesWith (+) fibs
-- get the edges of a closed path defined by points (ps):
edges ps = zipConsecutivesWith makeEdge (ps ++ take 1 ps)There are two things to decide:1. Whether this should indeed be added to base (Data.List)2. What names we should use in case of inclusion in baseThe proposed functions are:zipConsecutives :: [a] -> [(a,a)]andzipConsecutivesWith :: (a -> a -> b) -> [a] -> [b]I would not object to some shorter names, such as zipConsecs, zipConsecsWith etc...2016-05-19 7:37 GMT+02:00 David Feuer <david.feuer@gmail.com>:You promised a collection of use cases. I seem to have missed it. Could you send the link again?
On May 19, 2016 1:35 AM, "Johan Holmquist" <holmisen@gmail.com> wrote:_______________________________________________* Availability in Data.List gives this pattern a common name.Joachim Breitner made a good enumeration of some advantages of adding these to base. Here is an enumeration of pros:The discussion period for this proposal is near (31 of May).So far I count 1 for and 2 against the proposal.
* A common name for this makes code easier to read and decreases the risk of getting the definition wrong.* The argument won't have to be repeated, hence making it easier to chain the functions.* List-fusion potential.
Tobias Florek pointed out that `zip <*> tail` can be used to define this inline without the need for repeating the argument and made a reference to the Fairbairn threshold. This is elegant, but I am afraid that people might consider this obscure code golfing if used.CheersJohan Holmquist---------- Forwarded message ----------
From: Henning Thielemann <lemming@henning-thielemann.de>
Date: 2016-04-13 13:28 GMT+02:00
Subject: Re: Proposal: Add functions to get consecutive elements to Data.List
To: Johan Holmquist <holmisen@gmail.com>
Cc: Haskell Libraries <libraries@haskell.org>
On Wed, 13 Apr 2016, Johan Holmquist wrote:
It is not strictly more general because it cannot handle empty sequences.
Think of it as if it handles the non-[] case.
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