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Welcome to Wikipedia, the online encyclopedia wherein very smart people compete with others like then to demonstrate their deep familiarity with many bafflingly complex fields of endeavor, to the exclusion of the so-called "average reader." --Quisqualis (talk) 20:16, 9 December 2016 (UTC)Reply
I came here from sea pens -- a type of sea anemone relative that is the only living organism to demonstrate such an orientation to its segments, and this article is written in such sophisticated text that it's difficult to get a good quick grasp of the definition. And I hesitate to edit it because I'm afraid I don't understand the content well enough. DRosenbach(Talk | Contribs)14:48, 19 December 2016 (UTC)Reply
I would oppose for now. This page (Glide reflection) has a 'too technical' tag at present and (I concur) is difficult to follow. If it is the same concept as Glide plane then I can’t tell, and dumping the Glide plane content into this article won’t make it any easier to read. A better option would be to improve this page (Glide reflection) so that it is readable; then if it is clear they are the same thing re-propose the merge with a proper rationale. Moonraker12 (talk) 19:37, 28 September 2023 (UTC)Reply
PS: I also note the text states Glide reflection is a 2D function while Glide plane is 3D; and that Glide reflection is in three maths categories while Glide plane is in Crystallography and Symmetry. So I’m not convinced they are the same thing at all. Moonraker12 (talk) 19:39, 28 September 2023 (UTC)Reply
Support. The article glide plane is confusing. From what I can tell skimming around the academic literature, "glide reflection" is the operation, and the "glide plane" is the associated (hyper)-plane. For example, from International Tables for Crystallography (2006). Vol. A, Ch. 1.3: "To each glide plane, infinitely many different glide reflections belong, because to each glide vector listed in column 3 any lattice translation vector parallel to the glide plane may be added; this includes centring vectors of centred cells. Each resulting vector is a glide vector of a new glide reflection but with the same plane as the geometric element. Any of these glide operations can be used as a 'defining operation'." –jacobolus(t)06:41, 29 November 2023 (UTC)Reply
I went ahead and did a merge, but both the content previously here and the new material added from glide plane need a substantial rewrite for better narrative flow, accessibility to less technical readers, and clarity. –jacobolus(t)22:01, 29 November 2023 (UTC)Reply
@Moonraker12 Noting that you were opposed to this merge before, does the merger seem okay now, or do you still have concerns? I cleaned up at least the lead section, though the rest is still a bit rough and incomplete. –jacobolus(t)17:48, 10 December 2023 (UTC)Reply
@Jacobolus:: Thanks for the notification (sorry for the lateness in replying); I think your additions to the Introduction here make the connection between glide plane and glide reflection much clearer, so your merge makes sense. Regards, Moonraker12 (talk) 21:43, 27 December 2023 (UTC)Reply
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