'The most likely reason for the adoption of a relatively small number of discrete intervals as the tonal material for music is that discretization or categorization is a typical, if not universal, strategy used by animals in order to reduce information overload and facilitate processing when subjected to the high-information-conetent signals and/or high information rates from a highly developed sensory system (e.g., Estes, 1972; Terhardt, 1991). An obvious example is the processing of speech information by humans, wherein each language selects a relatively small portion of the available timbral-differences that can be produced by the vocal tract as information-carrying units (phonemes) in the language. A related reason for discrete scales, and another obvious analogy with speech perception, lies in the social aspect of music. Music first developed as, and still largely remains, a social phenomenon associated with religious or other rituals that, like language, necessitated an easily remembered common framework.'
About this quote
- What does it mean?
- Music uses discrete scales to manage sensory overload, similar to how language uses phonemes for speech.
- In plain terms
- Music breaks sound into small chunks to help our brains process it, just like speech does.
- What can you take from it?
- Discrete structures in music help humans manage complexity.
Where it applies
Putting it to work
Questions to consider
- Why does music feel more like language?
- How does your brain simplify sound?
Another view
It prioritizes biological limits over cultural or emotional aspects of music.
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