[Rd] Pipe operator status, placeholders?
Benjamin Redelings
benj@m|n@rede||ng@ @end|ng |rom gm@||@com
Wed Apr 20 05:07:33 CEST 2022
Hi Simon,
1. Peter said that the parser "gets confused" by placeholder's that
don't occur at the top-level. But this raises the question of why the
parser gets confused, and whether you could fix it.
It sounds like you are saying something else -- that if E |> f(g(_)) was
parsed as f(g(E)), then E is evaluated in an unexpected context. Is
this situation similar to LISP, where (I think) the s-exp E would yield
different results if evaluated in a different "environment"?
2. With regards to named arguments, it seems like you could (in theory)
require that `_` only occurs as an entry in a standard function call by
making it a production of the grammar node "sub" in this file:
https://github.com/wch/r-source/blob/trunk/src/main/gram.y
take care,
-BenRI
On 4/19/22 6:55 PM, Simon Urbanek wrote:
> Ben,
>
> I think you considered only part of Peter's response. Placeholders can safely only work for the first call, hence at the top level. Anything below may not do what you think as you'd have to skip frames and suddenly things can have entirely different meaning since you're not evaluating in the scope of the preceding call. That is also the reason why only named arguments are allowed, because if it was not the case then you might be tempted to write x |> _$foo[1] which looks legit at a first glance, but is no longer at the top level (since it is `[`(`$`(_, foo), 1)) and thus not valid.
>
> Cheers,
> Simon
>
>
>
>> On Apr 20, 2022, at 12:43 AM, Benjamin Redelings <benjamin.redelings using gmail.com> wrote:
>>
>> Thanks to you and Lionel for the info! I wasn't sure if there was a private core developers list, or if I was just looking in the wrong place.
>>
>> 1. Its good to know that the only reason not to allow _ in positional arguments is that its easy to miss. Personally, I would like to be able to write f(x, _), but its not a big deal.
>>
>> Is the idea that when you see
>>
>> x |> f(x, y, _, z, w)
>>
>> its hard for the eye to scan the RHS and find the _?
>>
>> Hmm.... I notice that a lot of languages (i.e. Haskell) use _ as a wildcard pattern, and I don't recall any complaints about it being hard to see.
>>
>> 2. I can see how there would be issues with placeholders that aren't at the top level... although I'm not sure precisely what they are. Any hints? :-) I did briefly look at the parser/grammar file...
>>
>> Thanks again for the info!
>>
>> -BenRI
>>
>> On 4/19/22 3:24 AM, peter dalgaard wrote:
>>> You probably want Luke Tierney for the full story, but what I gather from the deliberations (on the private R-core list), there are issues with how non-funcall syntax like lm(....) |> _$coef[2] should work. This, in turn, has to do with wanting to have the placeholder occur only as a toplevel substitution (i.e. "["("$"(_, coef), 2) is a no-go. And the reason for that has to do with the way the pipe works in the absense of placeholder, e.g. the parser gets confused by
>>>
>>>> x |> f(g(x=_))
>>> Error in f(x, g(x = "_")) : invalid use of pipe placeholder
>>>
>>> -pd
>>>
>>>> On 17 Apr 2022, at 01:04 , Benjamin Redelings <benjamin.redelings using gmail.com> wrote:
>>>>
>>>> Hi,
>>>>
>>>> I see that R 4.2 adds the underscore _ as a placeholder for the new forward pipe operator |> , but only for named arguments. The reason why placeholders for position arguments was NOT added isn't clear to me, so I've been looking for the discussion around the introduction of the placeholder.
>>>>
>>>> By searching subject lines in the r-devel mailing list archive, I've found
>>>>
>>>> https://stat.ethz.ch/pipermail/r-devel/2021-April/080646.html
>>>>
>>>> https://stat.ethz.ch/pipermail/r-devel/2021-January/080396.html
>>>>
>>>> https://stat.ethz.ch/pipermail/r-devel/2020-December/080173.html and following messages
>>>>
>>>> but not much else.
>>>>
>>>> 1. Am I looking in the wrong place?
>>>>
>>>> 2. What is the reasoning behind allowing _ as a placeholder only for named arguments?
>>>>
>>>> take care,
>>>>
>>>> -BenRI
>>>>
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