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No.3105. Ultra-Light Speed and -Gravity.

  • kyonissho
  • Jul 5
  • 6 min read

Updated: Nov 21

Fig.1.0a.
Fig.1.0a.

Fig.1.0.1:

Any number ∈ N (all number set) as non-ordinal exist in the interval [0, 0] of φ, φs of [0, 0] exist in the minimum field because all non-ordinal numbers can exist in [0, 0] (the right two figures). And what we regard as matter or material belong to ordinal vector ψ, potential ordinal-numbers require to exist toward the maximum field (the upper-left figure).


Fig.1.0b (fig.2.0.2). ubiquitous number; {universality of F- : peculiarity of F+} derives original and makes {absolute : relative} <-> ubiquitous.
Fig.1.0b (fig.2.0.2). ubiquitous number; {universality of F- : peculiarity of F+} derives original and makes {absolute : relative} <-> ubiquitous.
Fig.1.0c. No.3317.
Fig.1.0c. No.3317.

Fig.1.0a, 1.0b and 1.0c:

Galois field has any cardinal number, any ordinal number and any inclination at same time, and i0 is "here and everywhere." When φ is a non-ordinal number as vector, but φ appears in the inclination 1 as ordinal number as ubiquitous number suitable to calculate dark energy, then n is a cardinal number in the set with the distributed characteristics into Cosmos.

Link:

I compare φ's [0, 0] with ψ's [0, 0].

φ's circle is in Galois field's spins.

ψ is orthogonal to φs. In case of the right figure, the both i0 and φ's [0, 0] are in the inclination 1. φ's [0, 0] represents any distance, metastasis of ψs are spreading toward +gravity. ψ's extending space makes linearly independent vectors/substances around ψ itself recover relatively same space amount. I.e. if the space around ψ becomes x10 bigger, but ψ's scale is same, then other vectors/substances are required to close ψ.

i0 and [0, 0] are originally same 0, but x^d + y^d ≠ z^d (d ≥ 3), i.e. any two of isometric space can't be merge into a single isometric space at d ≥ 3, the surplus α makes [0, 0]. But if random φs are enough far from ψ, the [i0, [0, 0]] ≈ 0 being recovered as the original 0

+α's [0, 0] (-> ψ's [0, 0]) makes entropy's inflation, in other words, +α's [0, 0] arises itself most far from [i0, [0, 0]] ≈ 0, the inclination 1 realizes (ψ's distance x φ's distance)^(1/2) -> ultra-light speed. Then tiny particles easily skip over surfaces of φ, but large amount e.g. radius 10km spaceship will require the calculation of where φs' surfaces will be.

Remember fig.1's x-axis has any ordinal distance of ψ (having distance) and any non-ordinal distance of φ (random distance of φ), photon is progressing [0, 0] of time in real time, time - time = 0 as -time is existing there, photon itself is existence beyond +time.


Note:

For example, if the lower-left atomic nucleus A and B are Milky Way and Andromeda, then do you think the 10 kilometer spaceship on the inclination 1 can mark a ultra-light speed?

We can achieve the science from life as usual temperature quantum leaps materialized from natural substance or over natural nutrition.


Fig.1.1.
Fig.1.1.

Fig.1.1:

φ inclination 1 to realize ψ life, ψ life is controlling φ non-ordinal to generate change in fact. In other words, how ψ materials to generate to skip {φ; [0, 0]} exists.


Fig.2 (fig.24.3 (fig.1.4)). my assumption for fig.0.3.
Fig.2 (fig.24.3 (fig.1.4)). my assumption for fig.0.3.

Fig.2: From the center of -gravity, the galaxies floating with ultra-light speed onto +gravity's surface. If compare this with fig.1, it'll be learned/understood how we'll obtain and use the ultra-light speed. Ultra-light speed technology exists with being observed any center of the galaxies group/cluster.


Fig.3.0 (fig.14.0.1).
Fig.3.0 (fig.14.0.1).

Fig.3.0: Dark energy exists here and everywhere in front of us, the dark energies' x10 or more amount compared with classical energy exists with being linked to the center of Cosmos.


The link of below fig.3.1 and 3.2:

No.3011. [0, 0] accord of inclination 1 for ultra-light speed.


Fig.3.1 (Fig.2.1. Fig.3.6b.0. (fig.3). + direction numbers of spin and - direction numbers of spin make another geometric space-time. In other word, the both directions are algebraically different).
Fig.3.1 (Fig.2.1. Fig.3.6b.0. (fig.3). + direction numbers of spin and - direction numbers of spin make another geometric space-time. In other word, the both directions are algebraically different).
Fig.3.2 (fig.1.3. The geometry of fig.1.1 and fig.1.2).
Fig.3.2 (fig.1.3. The geometry of fig.1.1 and fig.1.2).

The observation for the complements is fig.3.3.

Until the reflexive to be obtained, the number of times of F- and F+ is different, e.g.


Fig.3.3.
Fig.3.3.

Fig.3.0, 3.1 and 3.2:


lim |T - Tn| = 0 makes quantum field.

n→∞

0/any_unit = 0 (e.g. 0/kg of any unit = 0) is ubiquitous as physics.


-gravity:

(1)

{0, 10, 100, ... , ∞+0} ∈ F+p,

{only 0} ∈ F-p,

(2)

(F+p ≈ F-p) requires (p ≈ ∞), i0 ≈ 0 there.

(p ≈ ∞) -> (p < ∞) in the inclination 1 because (0 +/-/x 0) -> (n = 0) of any F+p and F-p. | (0/0 of F) = 1 of inclination, because p / p = 1, {0, 1, ... , p-1} ∈ Fp.

-gravity occurs.


+gravity:

(3)

(p < ∞) is also in the inclination 1, but (0 \ k) ≠ (0 = n). | k ∈ K, k is any element in F, K is the entire number in phenomena.

(4)

The inclination 1 derives ({k} = {n}),

({F+p -> k} \ {n}) ({F+p -> n} \ {k}) | means to cause to project existence mutually.

(5)

when {n \ k} all projection, (n = 0) ∈ (N - K = 0), (N - K = -n) derives {the F+ < the inclination 1} of entire projection, | (N - K) is an expanding space from (F+ ≠ F-).

+gravity occurs.


Fig.3.4.0 (fig.2.0). Learning from life to develop the imaginary number space's reactor (1)
Fig.3.4.0 (fig.2.0). Learning from life to develop the imaginary number space's reactor (1)
Fig.3.4.1 (fig.2.1). Learning from life to develop the imaginary number space's reactor (2)
Fig.3.4.1 (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.3.4.2a (fig.2.2).
Fig.3.4.2a (fig.2.2).
Fig.3.4.2b. Ref. "ヒルベルト空間と量子力学" 新井朝雄 著.
Fig.3.4.2b. Ref. "ヒルベルト空間と量子力学" 新井朝雄 著.
Fig.3.4.2c. Ref. "ヒルベルト空間と量子力学" 新井朝雄 著.
Fig.3.4.2c. Ref. "ヒルベルト空間と量子力学" 新井朝雄 著.
Fig.3.4.2d. In order to calculate calculate the interface of [i0, [0, 0]] (; the imaginary number space) with -gravity and space/time/life leap.
Fig.3.4.2d. In order to calculate calculate the interface of [i0, [0, 0]] (; the imaginary number space) with -gravity and space/time/life leap.
Fig.3.4.2e. Galois Imaginary number for fig.3.4.2d.
Fig.3.4.2e. Galois Imaginary number for fig.3.4.2d.

Fig.3.4.2e:

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


Fig.3.4.3a.
Fig.3.4.3a.
Fig.3.4.3b.
Fig.3.4.3b.

Fig.3.4.3b 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.3.4.3a for η and [0, 0] 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).


Fig.3.4.4.
Fig.3.4.4.

Fig.3.4.0, 3.4.1, 3.4.2a, 3.4.2b and 3.4.2c:

For the imaginary number space's reactor,

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

in order to leap,

ref.

Studying Quantum Biology 4


Fig.3.4.4:

Studying Quantum Biology


The present consideration (1):

Above fig.3.4.2 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.3.4.2's (1) and (2), but space jump, time jump and life jump require fig.3.4.2'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.3.4.2'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.


Fig.4 (Fig.16).
Fig.4 (Fig.16).

Fig.5 (Fig.17. reference).
Fig.5 (Fig.17. reference).

Fig.5:

The field in stripe makes any linearly independent particle possible with 50% energy and 50% material. I.e. any linearly independent particle requires the convergent sequence to calculate. But 10^109 scale energy over 10^80 visible universe to 50% : 50% = 1 : 1 as Borrel conversion's probability is enough smaller than 1/(10^80 as visible universe scale). Then ...


Fig.6. 10^109 : 1 makes 1/(10^109) probability, 10^109 : 10^109 = 1 : 1. i0 makes the convergence possible.
Fig.6. 10^109 : 1 makes 1/(10^109) probability, 10^109 : 10^109 = 1 : 1. i0 makes the convergence possible.

Fig.6: The field of the 1 : 10^109 to the 10^109 : 10^109 = 1 : 1 (inclination 1) to make life possible let us calculate any dark energy, we will obtain x10 amount energy compared with the total classical energy of the entire universe.


Fig.7. Big mass teleportation in [0, 0] by the inclination 1 with large scale quantum physics, but for space of the inverse square law, in other words, more discoveries of spin mathematics for space of R^d (d ≧ 3) are required.
Fig.7. Big mass teleportation in [0, 0] by the inclination 1 with large scale quantum physics, but for space of the inverse square law, in other words, more discoveries of spin mathematics for space of R^d (d ≧ 3) are required.

Fig.7:

If big mass teleportation only with R^2's law is done, yet how the spins of the object will changes has not been known. In other words, it isn't known that the lives in the star-ship can live after the jump (teleportation), and the jump destination's probabilities for existence may be radically changed from the calculations.


Link of fig.2~fig.5: Studying Quantum Biology 2




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