Talk:Constrained tuning: Difference between revisions
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:::::: The "exp-Weil" tuning, or whatever you want to call it, which weights intervals by max(n,d) instead of log(max(n,d)), is probably really important. I haven't thought through what the convex hull is yet. I'm not really sure if it's just the skewed Wilson norm. This would be good to figure out. [[User:Mike Battaglia|Mike Battaglia]] ([[User talk:Mike Battaglia|talk]]) 09:50, 19 March 2024 (UTC) | :::::: The "exp-Weil" tuning, or whatever you want to call it, which weights intervals by max(n,d) instead of log(max(n,d)), is probably really important. I haven't thought through what the convex hull is yet. I'm not really sure if it's just the skewed Wilson norm. This would be good to figure out. [[User:Mike Battaglia|Mike Battaglia]] ([[User talk:Mike Battaglia|talk]]) 09:50, 19 March 2024 (UTC) | ||
::::::: Well it's not as systematic as in D&D's guide, but I'm not super fond of their terminology since it something completely new. I'm just trying to add the missing pieces with minimal changes to existing materials. | |||
::::::: Since Hahn is a norm with a parameter for the maximum relevant odd limit, it's not the same as the equilateral/nonweighted norm whenever the odd limit > 7, and so is the unskewed variant. I'm adding support for them in my code. | |||
::::::: Interesting that Wilson and Benedetti aren't the same in subgroup tunings. I never thought about that before. It appears to me that Wilson is the most straightforward choice, so I'm not sure why you'd insist on using Benedetti. [[User:FloraC|FloraC]] ([[User talk:FloraC|talk]]) 08:27, 20 March 2024 (UTC) | |||