Search found 677 matches
- Thu Aug 15, 2024 2:02 pm
- Forum: Notations for other tunings
- Topic: Hexagonal 37
- Replies: 3
- Views: 1773
Re: Hexagonal 37
Hi cicada , I've taken the diagram from Dave's response to you and added a few new features. JI ratios In addition to the raw cents values as you found them in the hexagonal37.scl file in the Scala archives, just below I've also shown the 5-limit JI ratio, which is the more fundamental piece of info...
- Sat Jul 27, 2024 1:11 pm
- Forum: Administrative, forum or website issues
- Topic: Site and forum repairs
- Replies: 0
- Views: 1314
Site and forum repairs
Hello fellow Sagittans, Some of you may have noticed that the HTTPS version of the main site and forum was down for a little over a month. We (the admins) are very sorry about that, but glad to report that it's been back for about a week now, and that hopefully it will never go down again. Here's wh...
- Thu May 30, 2024 3:27 pm
- Forum: The lounge
- Topic: aperiodic monotiles
- Replies: 6
- Views: 13957
Re: aperiodic monotiles
Suh-weet! Craig S. Kaplan wrote a bit about aperiodic monotiles on his blog, and gives our "hurtle" proposal a shout-out: https://isohedral.ca/aperiodic-monotiles/ Thanks Dave for the find; I felt I had to share it here.
- Sun Apr 14, 2024 8:47 am
- Forum: Mathematical theory
- Topic: Terminology for multiplicative equivalents of common additive concepts
- Replies: 15
- Views: 20930
Re: Terminology for multiplicative equivalents of common additive concepts
e.g. 3 power-log 2 gives the range of values between between 3² = 3 ^ 2 = 9 and log₂3 = ₂√3 = 3 /_ 2 = 1.585. There is a slight difference between this suggestion and the three other this-or-that suggestions, which is that in the additive case of \(\pm\) the right operand is always one of the numbe...
- Sat Mar 30, 2024 6:42 am
- Forum: Mathematical theory
- Topic: Terminology for multiplicative equivalents of common additive concepts
- Replies: 15
- Views: 20930
Re: Terminology for multiplicative equivalents of common additive concepts
I'm not quite sure why I did this, but I wrote a post to my personal blog this morning, and only just now realized that it basically could have belonged on this thread, which lately has become less about moving from the additive tier to the multiplicative tier, but from any tier to a higher tier. It...
- Sat Mar 30, 2024 6:10 am
- Forum: The lounge
- Topic: the orphanage
- Replies: 4
- Views: 6545
Re: the orphanage
Real parent: viewtopic.php?p=4815#p4815
- Sat Mar 30, 2024 6:10 am
- Forum: Mathematical theory
- Topic: Terminology for multiplicative equivalents of common additive concepts
- Replies: 15
- Views: 20930
Re: Terminology for multiplicative equivalents of common additive concepts
Okay, one more. Piling on the crankery. And also extending something to the power tier that has already been extended from the additive tier to the multiplicative tier. Everyone knows about the plus-minus sign: ± But have you heard of the analogous times-over sign? ⋇ Unfortunately, this sign is actu...
- Thu Feb 08, 2024 4:28 pm
- Forum: The lounge
- Topic: WinCompose, for Mac
- Replies: 0
- Views: 1929
WinCompose, for Mac
Any WinCompose users here who want to use the same approach on Mac are in luck, because I just did a thing that makes that possible: https://github.com/cmloegcmluin/compose2keybindings
Feedback welcome!
Feedback welcome!
- Tue Jan 02, 2024 2:07 pm
- Forum: The lounge
- Topic: the orphanage
- Replies: 4
- Views: 6545
- Tue Jan 02, 2024 2:07 pm
- Forum: Mathematical theory
- Topic: Terminology for multiplicative equivalents of common additive concepts
- Replies: 15
- Views: 20930
Re: Terminology for multiplicative equivalents of common additive concepts
I apologize because this post goes beyond the title of this topic: instead of extrapolating concepts from the additive operation tier to the multiplicative operation tier, I am here extrapolating them another tier higher yet, up to the power tier. Lambdas Lambdas are the power equivalent of deltas a...