Page 335 - The Final Appeal to Mankind

«The Final Appeal to Mankind» by Nicolai Levashov

or:

(-)
(+)
∫∫[χ dmidi – χ dmidi] ≡ 0
(-)
(+)
∫∫[η dmidi – η dmidi] ≡ 0 (4)

and further:

(-)
(+)
∫∫(χ – χ )dmidi ≡ 0
(+)
(-)
∫∫(η – η )dmidi ≡ 0 (5)

The above equation is true only if:

(+)
(-)
χ ≡ χ
(+)
(-)
η ≡ η (6)

This represents the state of balance of any system of matrix spaces.

Matrix spaces of our type have the following coefficient of quantization:
γ = 0.020203236...
For the creation of a metauniverse, a minimum of two primary matters must
merge.

The above also requires that the dimension of the matrix space zone of curvature
equals:
λ2 = 2.89915382...

This is the smallest space dimension permitting conditions for the mergence of
two primary matters of our type. For primary matters of a different type, having a
different g, the dimension can be greater or smaller, including zero or even a minus
value.
The dimension of universes created from a larger number of primary matters can
be derived from the following formula:
λi = 2.89915382...+ γ(i-2) (7)

From the above we may arrive at dimensions of universes possessing different
qualitative and quantitative composition:
λ2 = 2.89915382...

λ3 = 2.919357056...
λ4 = 2.939560292...
λ5 = 2.959763528...

λ6 = 2.979966764...
λ7 = 3.00017...

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