Article:

No.2872. {fastest literature -> space-time_coordinates, the common denominator of music and mathematics}.
https://kyonissho.com/kyos-blog/blog/2025/01/12/no-2872-fastest-literature-space-time_coordinates-the-common-denominator-of-music-and-mathematics/

Update:

from

Fig.5:
Fig.4's detail. ...

to

Fig.5:
Fig.4's detail; an unknown small bead is included to the big bead at (3/8, 6/12)coordinates_of_Galois_field represented with שׂ (sin) for undefined ד (daret), the big bead is a system of the small bead, and any outer reflexive and inner reflexive are obtained from the (3/8, 6/12). I.e. a system X -> the instance x represented with שׂ (sin) at (3/8, 6/12)Galois_coordinates, {remaining_space-time\x_in_FX} -> {outer reflexive, inner reflexive}set of the first scheme method. In other words, the {outer reflexive, inner reflexive}set uses (3/8, 6/12) as representing any dimension from all dimensions. This connotation isn't broken, T, שׂ (sin) -> any dimension, it is for ד (daret) here, at a music-mathematics coordinates.

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