No.3218. Non-Ordinal Time Music, as Projection from Non-Ordinal as Uni-Verse.
- kyonissho
- Sep 12
- 1 min read
Updated: Sep 13
According to philosopher Kant, music is art of time because the tones in order of time.
In other approach, as the top row of fig.1, I gave 4/4, 3/4 and 2/4 of tempo to compose music. And observing own creativity, I'm giving any tone to any tone of the top row. Here another non-ordinal time path compared with the Kant's time order appears. Fig.2 is for the non-ordinal time path.


The time function and function placed to variable is t(f).
α of phenomenon area or volume is projected to a scale in ordinal-time, after the emergence, t(f) can restores α because of the dimension^d.
Any musical playing exists in time, as compared with that physics exists in time even if mathematics exists outside time.
Although time exists in non-ordinal numbers and projected, even if time is shared as ordinal (decoherent) life (so called life). See fig.3.



Fig.3.2:
No.3105. Ultra-Light Speed and -Gravity (the fig.3.1).
As classical perception, we feel projected_life with projected_time from the inclination 1. Therefore we feel that time is fixed phenomenon, but the fixed existence is the inclination 1 of projection from non-ordinal as uni-verse.
Let's play over the common denominator of music and mathematics!
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