Article 1:

No.2447. Studying Quantum Biology.

Update 1:

from

to

fig.14:
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.15:
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.

URL 1:

https://kyonissho.com/kyos-blog/blog/2023/11/08/no-2447-studying-quantum-biology/

Article 2:

Studying Quantum Biology

Update 2:

Same contents with update 1 for Article 2 Studying Quantum biology, as fig.23 and fig.24.

URL 2:

https://kyonissho.com/kyos-blog/blog/2022/01/05/studying-quantum-biology-4/

(C) Copyright 2021 Kyo Nissho (Kiyom Nishio). All rights reserved.