Talk:Constrained tuning

KE is not CTWE

According to Mike (here: https://www.facebook.com/groups/xenharmonicmath/posts/2549402798533260/?comment_id=2561594020647471&reply_comment_id=2566545800152293), Kees tuning was defined as destretched Tenney-Weil (destretched-octave minimax-lils-S), so I have to assume that Kees-Euclidean would be destretched Tenney-Weil-Euclidean (destretched-octave minimax-E-lils-S), not constrained Tenney-Weil-Euclidean (held-octave minimax-E-lils-S).

I also have evidence that this is so, because after followed his advice, I was finally able to get my code to agree with historically posted Kees and Kees-Euclidean tuning results (here: https://www.facebook.com/groups/xenharmonicmath/posts/2363908480416027/?comment_id=2363994823740726 and here: https://www.facebook.com/groups/xenharmonicmath/posts/2086012064872338)

I think we (addressing Flora here) briefly covered this on Discord somewhat recently, but maybe you haven't had time to update the article since.

Yes, I certainly agree that it's unfortunate and confusing that Kees tuning does not correspond to minimizing the tuning with damage weight based on Kees semiheight (and KE on KE seminorm), but that's just apparently how it is.

This might require some updates here as well: Weil_norm,_Tenney-Weil_norm,_and_TWp_interval_and_tuning_space#Kees-Euclidean_seminorm

If you wanted to lobby to revise the definition, I wouldn't be opposed. But since I prefer Dave and I's systematic descriptive naming for tuning schemes, I don't really have a horse in the race.

--Cmloegcmluin (talk) 19:17, 6 February 2023 (UTC)

I do prefer CTWE to KE as its name, so I'll simply remove KE from this article. But I don't see why Mike has kept that part in Weil norm, Tenney-Weil norm, and TWp interval and tuning space #Kees-Euclidean seminorm, if the same term is historically associated with something else. FloraC (talk) 11:44, 7 February 2023 (UTC)