SAKryukov
Joined 23 November 2020
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::: "Schema" has a very abstract meaning in the general case, and yes, you understood me correctly. Yes, I know you can tell that schema in each case, I only say, that before you do it, everything else is meaningless. I personally love (and often can) to play with words and create names, but I need a really good semantic background. — [[User:SAKryukov|SA]], ''Tuesday 2020 December 1, 01:47 UTC'' | ::: "Schema" has a very abstract meaning in the general case, and yes, you understood me correctly. Yes, I know you can tell that schema in each case, I only say, that before you do it, everything else is meaningless. I personally love (and often can) to play with words and create names, but I need a really good semantic background. — [[User:SAKryukov|SA]], ''Tuesday 2020 December 1, 01:47 UTC'' | ||
:::: In that case, since a worldview is an example of a schema, I guess I do in fact deal in some of them. However, I must also point out that I have Asperger's Syndrome, and people with Asperger's often struggle with abstractions. See Dr. Kenneth Roberson's [https://www.kennethrobersonphd.com/people-aspergers-think-part/ two] [https://www.kennethrobersonphd.com/people-aspergers-think-part-ii/ articles] on the subject. --[[User:Aura|Aura]] ([[User talk:Aura|talk]]) 03:07, 1 December 2020 (UTC) | |||
::: Oh, great! Huygens-Fokker Foundation's list of intervals you referenced in the first paragraph of this section. It can help me to explain to you what is that very characteristic of communication problems I can see in the musicians. In the list, you can see the set of rational-number intervals and some names. Hopefully, all rational numbers in the list are irreducible fractions. What information does this page carry? Next to nothing. The only possible use is this: when you already got some interval from some other source, say, from your own calculation, you can check up: is it one of the well-known intervals or not, and, if it is, what is its well-known name? Even this information has some uncertainty, because, strictly speaking, "well-known" is something uncertain, so the only definitive information you get is this: is my interval on the Huygens-Fokker Foundation's list? :-). And yes, this is exactly what you've checked in this case. You cannot learn anything about any of the concrete commas from this page. For the contrast example, look at any good Wikipedia page. Sometimes you can start from some reference and end up with the study of an entire field of science... — [[User:SAKryukov|SA]], ''Tuesday 2020 December 1, 02:06 UTC'' | ::: Oh, great! Huygens-Fokker Foundation's list of intervals you referenced in the first paragraph of this section. It can help me to explain to you what is that very characteristic of communication problems I can see in the musicians. In the list, you can see the set of rational-number intervals and some names. Hopefully, all rational numbers in the list are irreducible fractions. What information does this page carry? Next to nothing. The only possible use is this: when you already got some interval from some other source, say, from your own calculation, you can check up: is it one of the well-known intervals or not, and, if it is, what is its well-known name? Even this information has some uncertainty, because, strictly speaking, "well-known" is something uncertain, so the only definitive information you get is this: is my interval on the Huygens-Fokker Foundation's list? :-). And yes, this is exactly what you've checked in this case. You cannot learn anything about any of the concrete commas from this page. For the contrast example, look at any good Wikipedia page. Sometimes you can start from some reference and end up with the study of an entire field of science... — [[User:SAKryukov|SA]], ''Tuesday 2020 December 1, 02:06 UTC'' | ||