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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.


Fig.1.
Fig.1.

Fig.2.
Fig.2.

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.3.0.
Fig.3.0.
Fig.3.1.
Fig.3.1.
Fig.3.2. Cf. fig.3.1 (2).
Fig.3.2. Cf. fig.3.1 (2).

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!



(C) Copyright 2025 Kiyom Nishio (Kyo Nissho). All rights reserved.


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© 2025 Kiyom Nishio (Kyo Nissho). All rights reserved.

 

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