Die geometrische Analyse des Mediums
Terms are used here that are explained in the page
Matrix
A medium that applies to all aspects of our physical world is a centuries-old goal of physics. As long as this is not recognized, our physical world consists of separate particles whose distances are perceived as empty space. The question of one medium for the particles and another for space remains open. Time and power remain unexplained if their effect continues to be viewed as tunneling under the Absolute Void. In my paper "The Matrix" a theory is presented that describes a medium that generates distance-time-force and thus becomes the basis of all physical events.
This matrix is a relational network of distances as a result of oscillations in the elasticity of scaled distances down to zero magnitude. This is not a circular argument here, but a generalization of the medium in that it is based on smaller scaled media, which theoretically lead to zero distances. The process of oscillation generated by this in turn at zero time and taking into account the Planck constant, to infinity force. The ranges of distances, times and forces are thus defined by this matrix from zero to infinity.
The
basic idea was to find a spatial structure in which all values in terms
of time and energy are scalable.
Space: Take a plastic bag with glass balls, connect their centers and you will see a hexagonal structure made up of tetrahedrons.
Time: The resulting equal distances are divided by a medium-speed and so receive a time unit.
Force: The elasticity with which the original state of harmony is restored creates the impulse. With the unit time measure we get the frequency. Impulse x frequency creates the energy.
Until then, it sounds embarrassingly easy. However, it is only the tip of
the iceberg. This is about a geometry that also includes time and power.
Therefore, my paper “The Matrix” must always be consulted. It is all about a
double oscillation in 4 dimensions, where push/pull can be found in the
known 3 dimensions and time in the 4th dimension. The double oscillation
produces 4 parities:
++ +-
-+ - - .
It is the 4 parities that add up to zero in every tetrahedron. So the
tetrahedron is the unit of this matrix. The intervening octahedra (as a
result of the arrangement of oscillations of these tetrahedra) consist
entirely of parities of surrounding tetrahedra. The medium of the
tetrahedron and octahedron are the smaller scales of the same matrix.
Consult here
space is oscillations
The geometry of the matrix of "EMPTY" space
pix
1
Theoretically, dimension null is considered the basis of all geometry. The simplest representation of space, with its scales, point relationships, distortions, density, size, etc., is a point space. It is represented here in a plane, but its point-relationships could be strings, areas, and volumes. It could also be oscillating cycles of dimension 4 and higher (as pulsating points).
pix
2
The image shows the relationships of the colored points, such that four points form a tetrahedron. They display four colors. These are the four parities of a 4D cycle, as described above. It shows both hexametric and orthogonal relationship structures. For simplicity, only some of the tetrahedra have been shown. When the entire space is filled with tetrahedra, the space reaches its theoretically greatest density.
Here's the proof: Fill a plastic bag with equally sized glass spheres, connect their centers, and you'll find the hexametric structure of tetrahedral space. It's the densest packing of space with equal-sized fields, whose centers are the four parities of a four-dimensional oscillation.
pix
3
The image shows the octahedrons as the spaces (gaps) between the tetrahedra. An
octahedron has only three colors at its vertices. This results in a moment
inside the octahedron from the missing color (colors here are parities,
which only form an equilibrium when four colors are combined). In the
image, the checkerboard-like colored areas symbolically represent the change
in the vibrational parity of the moment or the missing color in the
octahedron. The light in the center of the octahedron indicates the location
of momentum. It is a potential that arises only in the octahedron
during collapse and by the double oscillation (see
the space is Oszillation)
.
It is the mass carrying Fermion.
The diagonals of the octahedra symbolically represent the three forces. They form the three simultanious relationships, which theoretically extend to the end of the world (or rather, of its observation) and are the basis of a reference effect free of V=c (entanglement). At CERN, they are interpreted as quarks.
One wonders what medium serves the internal forces in the octahedron. Herein lies another secret of matrix space. Any violation of the equilibrium (moments as 1-dimensional strings) is again based on the 1/3^x scale. The space's medium is space with the matrix structure reduced by 1/3^x. This consists, as far as can be seen here, of four dimensions, which, due to our lack of understanding, are perceived as 3D + time, but are actually polydimensional.
The Geometry of Tetrahedron, Octahedron and Dice
How are the basic types of tetrahedrons and octahedrons distributed in space? This is a purely geometric comparison.
Visible here is a cube, 2 nested tetrahedrons with an intersection in
form of an octahedron and the residual forms a; b; c to fill up the cube.
For the sake of math, a cube with side lengths √2 has been assumed, thereby
producing interior distances of hexagonal directions of 1. We see that a
central octahedron has a tetrahedron (green and magenta) on all 8 sides. We
recognize that the parts (a) above (c) below and the parts (b) on the 4
edges are required to fill this structure into a cube. With a little
imagination we see that the parts a; b; c are always ¼ octahedron in size.
If the space were filled with cubes, then the ¼ octahedron with the
adjoining neighboring cubes would again produce whole octahedrons on each
side length and edge. Now the only question that remains is What is the
volume of a tetrahedron.
This we finde out :
[Cube (√2)^3] - [4·a] - [4·b] - [4·c] - [1·octahedron] = 8·tetrahedra.
Because of [4·a];[4·b];[4·c] will become [1·octahedron], the cube will have
4 octahedra and 8
tetrahedra. Becaus all internal parts of a cube are =1 , it derives:
Volume (octahedron) = 1^2·(√2)/3 = √2/3 = 0.4714; 4·octahedra = 1.8856
Vol.(cube) = (√2)^3 = 2.8284
Vol.(tetrahedron) = (cube) 2.8284 – (octahedron) 1.8856 = (tetrahedron) 0.9428
1·tetrahedron=0.9428 / 8 = 0.1178 = 1·"part" a; b; c; = (octahedron) 0.4714 / 4 = 0.1178
Here we recognize the mystical volume.relation. It is equality of tetrahedra and
"parts" a; b; c; .
Although mathematics based on partial voluma 0.1178 and an orthogonal space structure would be possible, in relation to quantum physics this does not make sense.
Due
to the fact that the orthogonal space cannot add up to zero per tetrahedron
units, its cube units never become transparent. It's an opaque space.
Nevertheless, it is latently present as an orthogonal view in a hexagonal
space, but energetically shows no effect. It consists of octahedrons, but
these are energetically = zero, since all corners of the octahedron do not
belong to it, but to the surrounding tetrahedrons. However, we recognize an
orthogonal space structure based on (√2) in the central octahedron with its
diagonals. This will be explained as QUARKS in my paper
Das LHC-Feuerwerk
(Large Hadron Collider)
The matrix space without distances and time
The matrix specifically defines a spatial structure in which there is no distance and no movement in the true sense. It is a space of octahedra. The interaction of the spatial cells in the form of octahedra is direct and requires no space between them. Larger distances interact as propagation. The moment of action disappears at the origin and builds up again at the destination. This process is based on oscillation sequences in every dimension (also in 4D as time). Time arises from oscillations in a one-directional cosmic direction, from the Big Bang to the "here and now." The matrix builds up into the higher dimensions. Here in our physical world, four dimensions are detectable. While the appearance of movement and transmission of energy occur in 3D, oscillations in the 4D direction are responsible for mass, inertia, strong and weak interactions, charge, magnetism, and gravity. The theory of the matrix described above provides new perspectives for understanding all of these forces. Many phenomena of a new physics, such as entanglement and antigravity, can now be described precisely. The direct relationship between oscillation moments, without space and time in between, renders SPIN and spherality obsolete. Matrix scales allow for determination down to the depths of speculative probability. Following Einstein, it can be said that God does not play dice. However, the concept of God itself also contains considerable speculation.
For a deeper understanding of matrix theory, I recommend my other papers.
the Matrix Theory
the Oscillation of the world medium
the medium of space
the universe, peering through the illusion
Friedmann-space and the Matrix-Theory
space-time continuum
space-time as illusion
particle in the Matrix
the Electron
Gunter Michaelis, 22.7.2022 / 4.4.2025