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July 18th, update information.

  • kyonissho
  • 3 days ago
  • 2 min read

Article:


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


Update:


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).

Fig.3.0, 3.1 and 3.2:


-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.



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