As meta-expression for fig.7:
Σ (x1, y1, z1)coordinates → {x1, y1, z1}axes_as_isometric
Σ (x2, y2, z2)coordinates → {x2, y2, z2}axes_as_isometric
There is no x^3 + y^3 = z^3 as dimension isometric,
then no | x1 x y1 x z1 | + | x2 x y2 x z2 | = | x3 x y3 x z3 | on the proton,
and | x1 x y1 x z1 | and | x2 x y2 x z2 | are disintegrated of the proton.
Note:
Life has been included to universe movement, and x^d + y^d ≠ z^d (d ≧ 3).
I’m preparing the objects to which I’ll apply the symbol method, because the fields are yet not enough.
Note:
In the last several days, I concentrated my study of imaginary number space.
The photon is quantum existence and has 299,792,458 m/s of velocity, the space is in the Borel conversion. x^d + y^d ≠ z^d (d ≧ 3), two systems ({x^d, y^d}) can’t share one system ({z^d}), but some of independent space are in the 0 time length of the light speed (fig.14.8), and of the difference between 299,792,458 m/s and several nanometer of molecular term (e.g. 3 nm). Energy emerges in the integral root of difference.
Refer also fig.2.
x^d + y^d ≠ z^d (d ≧ 3) means mutual incompatibility of isometric space, and in the light conversion, the incompatibility should exist same location by the imaginary time deriving 0 second space, the space paradox is energy to generate. In case of light and DNA, the scale ratio is about 100,000,000,000,000,000 : 1, as generation energy.
Refer; cf. fig.1.
Energy projected to 0 of area is characteristic of quantum mechanics, as that derives independent use of the ring (+, -, x, /).
In figure 16.1, potential energy and kinetic energy emerge when two 0s in σ^2 (σ is additive family) overlap (the last figure of fig.16.1).
As a known report, a virtual electron and a virtual positron emerge in anywhere of the cosmos when it is E ≧ 2mc^2 from an assumed cosmic potential energy.
Then see my text after fig.15.4 again.
With (x^d + y^d ≠ z^d (d ≧ 3)) and (light → imaginary time),
here is a conjecture, where the cosmic energy (so-called dark energy) is, and where a first life emerges from,
of אלהים (God; power the flooding).
As my research, fig.16.6 ⑤ (1) was realized by René Descartes as the dimension model with 0, although in Europe in 17th century 0 was not permitted to use yet, sometimes 0 was called as a devil number, but Descartes achieved politically to show 0 in dimensions he created, as this is usually regarded 0 in dimensions now.
Fig.16.6 ⑤ (2) is 0 along each dimension.
Fig.16.6 ⑤ (3) is 0 of Hilbert space.
I’ve solved fig.16.6, but I want to become US citizen, and I know how much the US budget to rescue me from Japan is, therefore for my contribution to USA, I stop to describe it on the Internet.
I will write other development after now too.
Link:
No.2440, the newly generated first scheme method from no.2339, the theme not found yet.
No.2440, the newly generated first scheme method from no.2339, the theme not found yet. – Kyo’s Blog (kyonissho.com)
See fig.1, fig.2, fig.16.3, and fig.16.4.
I’m not analyzing but synthesizing.
If fig.15.4, the following texts, especially “In case of light and DNA, the scale ratio is about 100,000,000,000,000,000 : 1, as generation energy”, and fig.18 are related, then we may remember Carl Gustav Jung of Psychoanalysis, i.e. the collective unconscious and the archetype.
fig.22.1 and 22.2:
See also fig.1.
fig.23:
E.g. ∑ (+x)^d = 0 + 2 + 4 = 6, ∑ (-x)^d = 0 - 2 + 4 = 2 | x = 2 and d = 0~2 here. But with the imaginary number field, (+1) × ∑ (+x)^d = (-1) × ∑ (-x)^d = 6.
Where the 4 leaves is included to the Genesis energy. See fig.15.
fig.24:
Fig.14's left 4 is shown as y and z in fig.15.
(1) Halmos' set of ⊥, {x, , } ⊥ {y, , }, {x, , } ⊥ {z, , }, {y, , } ⊥ {z, , }, and x^d + y^d ≠ z^d,
(2) what should reach to ∞ can be in an adic number of Galois field for a vector.
(3) the imaginary number space is realized to (1) and (2), it is the requirement of expanded Minkowski space-time to ∞ dimensions, not for four dimensions' Minkowski space-time.
fig.23 and fig.24 are also for the Genesis energy:
and the link,
No.2447. Studying Quantum Biology.
https://kyonissho.com/kyos-blog/blog/2023/11/08/no-2447-studying-quantum-biology/
Studying Quantum Biology 2
https://kyonissho.com/kyos-blog/blog/2024/01/09/studying-quantum-biology-2-2/
(C) Copyright 2021 Kyo Nissho (Kiyom Nishio). All rights reserved.