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This is the case for many complex topics. One recent example for me is aviation: Textbooks for pilots are woefully inaccurate, contradictory, and plain confusin

by arnarbi 10y ago

This is the case for many complex topics. One recent example for me is aviation: Textbooks for pilots are woefully inaccurate, contradictory, and plain confusing. But they get you flying. This happens naturally when you can practice an art/craft/skill without deep understanding of the complex system that underlies it. Since that understanding isn't interesting to many, the system survives by teaching an incomplete or inaccurate model that works most of the time. The full understanding only comes with actual practice, and is [implicit knowledge](https://en.wikipedia.org/wiki/Tacit_knowledge https://en.wikipedia.org/wiki/Tacit_knowledge) rather than an explicit one. This is sufficient for most people to master the art/craft/skill.

tgb 10y ago
I'm guessing that these textbooks for pilots are labelled things like "Fundamentals of Flight"[1] or "Pilot's Manual" and not "Theoretical Aerodynamics". I think it is a peculiarity of music that the field labelled "music theory" is actually about music practice (or perhaps music description), at least at the introductory level. And this causes frustration in a certain subset of people. For example, you don't find the info from this article in the wikipedia page on Music Theory, though you do find it in the "Music and Mathematics" page. I understand that there's more to music theory than rational numbers and the twelfth root of two, but it was the first thing that ever explained to me why something was true in music. In contrast to the circle of fifths which shows that there is a pattern but does not explain form where that pattern came. [1] Actually I googled this one and it exists and it seems to be about the design of aircraft; a case where it's perhaps more theoretical than I would have guessed.
- arnarbi 10y ago
  Yes, you are absolutely right ("Pilot's handbook of aeronautical knowledge", "Helicopter flying handbook", etc.). That said, rational numbers and twelfth root of two etc. aren't exactly what musicians or composers would be thinking about, but rather scales, intervals, chords and progressions. That's the music theory the OP was arguably looking for. Those are introduced on the Wikipedia page: https://en.wikipedia.org/wiki/Music_theory#Fundamentals_of_music https://en.wikipedia.org/wiki/Music_theory#Fundamentals_of_m...

by arnarbi 10y ago

tgb 10y ago

I'm guessing that these textbooks for pilots are labelled things like "Fundamentals of Flight"[1] or "Pilot's Manual" and not "Theoretical Aerodynamics". I think it is a peculiarity of music that the field labelled "music theory" is actually about music practice (or perhaps music description), at least at the introductory level. And this causes frustration in a certain subset of people. For example, you don't find the info from this article in the wikipedia page on Music Theory, though you do find it in the "Music and Mathematics" page. I understand that there's more to music theory than rational numbers and the twelfth root of two, but it was the first thing that ever explained to me why something was true in music. In contrast to the circle of fifths which shows that there is a pattern but does not explain form where that pattern came. [1] Actually I googled this one and it exists and it seems to be about the design of aircraft; a case where it's perhaps more theoretical than I would have guessed.

arnarbi 10y ago
Yes, you are absolutely right ("Pilot's handbook of aeronautical knowledge", "Helicopter flying handbook", etc.). That said, rational numbers and twelfth root of two etc. aren't exactly what musicians or composers would be thinking about, but rather scales, intervals, chords and progressions. That's the music theory the OP was arguably looking for. Those are introduced on the Wikipedia page: https://en.wikipedia.org/wiki/Music_theory#Fundamentals_of_music https://en.wikipedia.org/wiki/Music_theory#Fundamentals_of_m...