Studying Quantum Biology 4

Fig.1. Referring Life on the Edge by Johnjoe McFadden and Jim Al-Khalili

Fig.2.0. Learning from life to develop the imaginary number space's reactor (1)

Fig.2.1. Learning from life to develop the imaginary number space's reactor (2)

T → (K ∋ n) | T and K are the linear operators,

Fig.2.2.0.

Fig.2.2.1.

Fig.2.2.2.

Fig.2.2.3. In order to calculate calculate the interface of [i0, [0, 0]] (; the imaginary number space) with -gravity and space/time/life leap.

Fig.2.2.4. Galois Imaginary number for fig.2.2.3.

Fig.2.2.0 ~ 2.2.4:

Comparison fig.2.2.0 with fig.2.2.1 and 2.2.2 for how φ is bounded over the convergence.

In case of Hilbert space, bounded set over convergence is the requirement of {space → matter}realization.

(3)'s {non-ordinal space ⇆ (ψ　×　η)} is possible to be bounded and converged, the pure energy to leap is possible to exist, over the comparison with Hilbert space, being progressed to large scale quantum physics.

(Here i0 of [i0, [0, 0]] is not only for l^2 space, because of (Gal(closure_Q/Q) → ψ) of (x^d + y^d ≠ z^d | d ≧ 3).

Fig.2.2.4:

No.2525. The applied Ein Sof (אין סף).

https://www.kiyomnishio.com/post/no-2525-the-applied-ein-sof-%D7%90%D7%99%D7%9F-%D7%A1%D7%A3

Fig.2.3.

Fig.2.4.

Fig.2.0, 2.1 and 2.2:

For the imaginary number space's reactor,

the hot→ [0, 0] in the cold to to quantum tunneling,

in order to leap, cf.

no.3231. Matter and Gene-of-Time Converged from a Scale over the Visible Cosmos, to Quantum Leap.

https://www.kiyomnishio.com/post/no-3231-matter-and-gene-of-time-converged-from-a-scale-over-the-visible-cosmos-to-quantum-leap

Fig.2.5.

Fig.2.5 for below,

the c (light speed) is constant in different systems,

in case of l^2 as simplest system,

the [0, 0] horizon at [+time, -time] = 0 is

lim |l - ln| = 0, [lα, ] = [0α, ]; l^2

lim |l - ln| = 0, [ , lβ] = [ , 0β]; l^2

in the inclination 1;

with Minkowski space-time,

Fα + Fβ = [0α, ] + [ , 0β]; the volume of the field

Fα - Fβ = [0α, ] - [ , 0β]; the pressure of the field

although fig.2.3 for η and [0, 0] is e.g. F(2+5) ≠ F+7,

ubiquitously F±2 ⇆ Latin square. And

X(a, b) in (1) isn't F+5, but F+2 can be extended toward F+y as in Galois imaginary number with referring F-z (Latin square) | z ∈ N.

These are referred for Minkowski space-time and i0's quantum field as [i0, [0, 0]] → Σ(-α)^d = Σ(-α^d).

The present consideration (1):

Above fig.2.2 are related mainly to the third set of the first scheme method application, although seemingly to the first set. (Result of no.3241 for symbol method practice)

As likening, thinking ability of humankind exists in the Galois imaginary number of fig.2.2's (1) and (2), but space jump, time jump and life jump require fig.2.2's (3). The materialization η exists together with spirit in imaginary space as reacting possible destination. Yet our logical ability doesn't see φ of fig.2.2's (3), in other words, yet we are not seeing any destination of jump. This is the next assignment. (Result of no.3242 for symbol method)

The present consideration (2):

In case of MRI, with magnetic-field, the electrons are made in the order.

This is hint in order to protect life while space jump/leap, time jump/leap and life jump/leap synthesized of spin toward the destination, otherwise the life will may be vaporized over the no-ordered spins.

Many spin mathematics are needed to contribute the physics.

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