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Users with "close" priviledge can mark off-topic questions to be migrated to thie Meta.TeX.SX site. I suggest to add two more migration options:

I know I can alert the moderators and they can migrate to any site, still I think that these two migration pathes would be helpful.


There was a previous discussion about this with no real conclusion. The two suggestions I propose here are supported by numerous "likes" in the other thread.

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  • StackOverflow could also be useful for questions about pre/postprocessing scripts.
    – T. Verron
    Feb 21, 2013 at 12:28
  • Related, but unsucessful: Do we want more migration paths?
    – doncherry
    Feb 22, 2013 at 2:53
  • 1
    Note that Graphic Design is in beta - it might be best if we waited until it goes live before asking for this path. Feb 22, 2013 at 11:13
  • @doncherry I remember that there was such a thread, with no conclusion. It seemed to me better to make a fresh one, and I quite happily see that my requests here go along with the most popular suggestions there.
    – yo'
    Feb 22, 2013 at 12:24
  • StackOverflow would also be a nice to have migrate path for the increasing number of r related (and tex unrelated) questions. Sep 16, 2017 at 16:43

2 Answers 2

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I think it would be great to have these migration paths. Another helpful migration target would be Super User, for questions that don’t involve *TeX after all. We get these questions occasionally; some of them were simply asked on the wrong site, others are just more likely to get a helpful solution when widening the scope of possible tools beyond *TeX.

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  • Super User is a bit of a graveyard - even good questions often get little or no attention there. I think the main purpose of the site was to have a constructive-sounding reason to say certain questions don't belong on SO. I think I'd rather not have this migration option: I'd rather put these questions out of their misery than create false hope. Feb 22, 2013 at 9:24
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In addition to the paths already mentioned, I would say:

Code review,

Emacs

and

Mathematics.

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