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|| Proof: Special Relativity is Wrong|
of the Euclidean Cosmos Theory
In the following derivation of the distribution of energy in the space, we assume that the Cosmos has existed for an infinitely long time, that the energy is constant, that the space is Euclidean and hence perfectly flat, and that the mass and energy are quantized - and therefore cannot end up as a singularity. The gravitational forces will then produce a mass distribution in the infinite flat space, where the mass and energy will accumulate into larger and denser structures, until there arise a state of equilibrium in the Euclidean space.
time pass by, the larger
and denser structures accumulate into black
holes and closed universes, and since the quantum
theory does not permit singularities, even the
closed universes will, as the energy is depleted,
end up as giant black holes. However, since we
exist there must be a way out, - there must be a
way in which a black hole can be converted into
energy. That is to say, a black hole must be able
to create an explosion, where E = mc2.
We now present a more formal deduction of the outlined course of events from the following assumptions:
1) The law of conservation of energy. 
5) The Cosmos has existed
for an infinitely long time.
6) We exist.
Deduction of the Euclidean Cosmos Theory
1) The law of conservation of energy. 
2) The space is Euclidean.
6) We exist.
for the Determination of the Energy
Ad 1) The law of conservation of energy
The first assumption is simply the first law of thermodynamics, or the law of conservation of energy, that states that: energy can neither be created nor destroyed, but only be changed from one form to another. 
In this connection it is essential to mention, that since all matter and energy are quantized, with the minimum length called the Planck length, the existence of a singularity is at variance with the quantum field theory. Because when the dimensions of the singularity approach zero, the dimensions become less than the Planck length, which means that the singularity cannot contain as much as a single quantum of energy.
Ad 2) The space is Euclidean
As it can be established that time is absolute and universal, the time axis is just as rigid as the three space axes (x, y, z), so the combined space-time is best interpreted as an Euclidean space, with three space axes and one time axis.
travel faster than the velocity of
light in vacuum
The reason why, the velocity of light is constant and independent of the velocity of the object emitting the light, is, that light propagates in the zero-point field, which because of its electromagnetic properties cause the velocity of light to become equal to
where ε0 is the electric constant and μ0 is the magnetic constant. However, that the velocity of light is constant does not mean that light cannot be deflected in a gravitational field, which can be easily inferred from Huygens' principle. This principle says that any point on a wave front of light may be regarded as the source of secondary waves, and the wave front will propagate as the envelope surface of these secondary waves.
Ad 4) Mass and energy are deflected in a gravitational field
Since mass and energy are equivalent entities, where E = mc2, and since we from Newton's law of universal gravitation know that the mass m is deflected in a gravitational field, it must also be true for the energy E. If we look at a closed universe, it will thus not be the space that bends, but the trajectories of mass and energy that are deflected in the gravitational field. This is particularly true for light.
Ad 5) The Cosmos has existed for an infinitely long time
The fifth condition is a result of the Euclidean geometry of space and the law of conservation of energy.
Ad 6) We exist
The assumption that we exist ensures that there exist at least one universe.
Assumptions for the determination of the energy distribution
Derivation of the Energy
Distribution in the Cosmos
The theory is a logical deduction of the composition of the Cosmos based on the given assumptions.
1. Assumption: The law of conservation of energy
The energy is constant.  => The total amount of matter and energy is final.
Comment: Since energy can neither be created nor destroyed, according to the first assumption, the total amount of energy in the Cosmos is constant. If the total amount of energy is constant, the amount of matter and energy must have a maximum, why the quantity of matter and energy is final.
2. Assumption: The space is Euclidean
The total amount of matter and energy is final. The space is Euclidean.
=> The final amount of matter and energy can be enclosed by a hypothetical spherical shell in the Euclidean space.
Comment: If the space is Euclidean, there exists only one connected space in which the final amount of matter and energy must necessarily be. As the quantity of matter and energy is final, it must have a final extension. It means that the volume of energy and matter can be enclosed within an outer limit, so we can place a hypothetical spherical shell around the final amount of matter and energy.
3. Assumption: No interactions travel faster than the speed of light in vacuum
The final amount of matter and
energy in the Euclidean space can be enclosed by
a hypothetical spherical shell.
No interactions travel faster than
the velocity of light in vacuum.
=> The spherical shell that is required to enclose the final amount of matter and energy grows at a maximum velocity of light in vacuum in the Euclidean space.
4. Assumption: Mass and energy are deflected in a gravitational field
Since mass and energy are deflected in a gravitational field, there are two possibilities, either
a) the final amount of mass and energy cannot escape the gravitational field, that is to say, "the universe is closed", or b) the final amount of mass and energy can escape the gravitational field, by which "the universe is open or flat".
4a. The spherical shell that is required to enclose the final amount of matter and energy grows at a maximum velocity of light in vacuum in the Euclidean space. The universe is closed.
The final amount of matter and energy can be
regarded as one closed universe, which is
situated in the Euclidean space.
=> The spherical shell that is required to enclose the final amount of matter and energy must grow with a velocity that is greater than zero and less than or equal to the velocity of light in vacuum in the Euclidean space.
5. Assumption: The Cosmos has existed for an infinitely long time
The spherical shell that is required to enclose the final amount of matter and energy must grow with a velocity that is greater than zero and less than or equal to the velocity of light in vacuum in the Euclidean space. The Cosmos has existed for an infinitely long time.
density of matter and energy in the Euclidean
space must approach zero with the exception of a
final number of accumulation points around which
matter and energy are
=> The density of matter and energy in the Euclidean space must approach zero with the exception of a final number of accumulation points around which matter and energy are collected.
Comment: It must be true that a point can only be an accumulation point when the matter and energy around the point of accumulation can create a gravitational force that is strong enough to hold on to matter and energy. So, when the density of matter and energy in the Euclidean space gather around an accumulation point, it must be either a barren object, a black hole, or a closed universe, since any form of energy otherwise would have radiated away long ago. So the conclusion can be reformulated as:
The density of matter and energy in the Euclidean space must approach zero with the exception of a final number of barren objects, black holes, and closed universes.
6. Assumption: We exist
The density of matter and energy in the Euclidean space must approach zero with the exception of a final number of barren objects, black holes, and closed universes. We exist.
the Euclidean space
there exist a final number of
closed universes, black holes, and
barren objects, and at least one
Since the number of objects is final, they can be enclosed by a hypothetical spherical shell. Within the hypothetical spherical shell, an individual universe, black hole, or barren object may at some time, either be (or get) in possession of the escape velocity relative to the other objects, whereby the universe, black hole, or barren object will be thrown away from the other objects and live its own life. For the universes, black holes, and barren objects, whose velocities never reach the escape velocity, it must be true, that they because of the gravitational forces between them, will gather in one or more bounded areas. As the Cosmos has existed infinitely long, the bounded areas must find themselves in a stable, dynamic equilibrium. 
Derivation of the Energy
Distribution in the Cosmos
The Conclusion of the Energy Distribution in the Cosmos
We can finally conclude,
that the Cosmos consists of an
infinite Euclidean space, in which
there are a final number of closed
universes, and possibly black holes
and barren objects - and at least one
closed universe. If there are more
closed universes, black holes and
barren objects, they will either move
away from each other, with velocities
that for each of them are larger
than the escape velocity from the
overall system, or find themselves in
a kind of stable, dynamic equilibrium, 
so it may happen that universes
Moreover, the black holes must necessarily create an explosion once in a while, that is, each time the prerequisites for such an explosion are met, since each universe otherwise ultimately will consist of a black hole.
Comment: In honor of those who can imagine an infinite and (simultaneously) constant amount of energy we will let the amount of mass and energy approach infinity. According to the theory, this can end in two scenarios. If the density of matter and energy is relatively small, the Cosmos will consist of an infinite vacuum, in which there are an infinite number of closed universes and barren objects, which all are in a kind of stable, dynamic equilibrium, so it may happen that universes collide. Moreover, the black holes must necessarily create an explosion once in a while, that is, each time the prerequisites for such an explosion are met, since each universe otherwise ultimately will consist of a black hole. However, the Universe cannot consist of a single coherent infinite Universe, since it according to Olbers' paradox would then have suffered the heath death infinitely long time ago.
Conclusion of the Energy Distribution in the Cosmos
The Energy Distribution in a Closed Universe
We will now see what happens in each of the closed universes, and since our own Universe is the only universe we know of, we will use it as a starting point, and assume that the conclusions we draw, will apply to all the universes. From the observations of our Universe, we can see that matter and energy accumulate into galaxies, which again collect in super clusters, large quasar groups, galaxy filaments, galaxy walls, and galaxy sheets.
If we assume that the universes in general have a content of hydrogen and helium similar to our own, which contains about 75% hydrogen  and 8% helium  of the total baryonic mass, the galaxies will go through a series of phases, where the hydrogen and helium gather into nebulae that again become stars, and then giants, white dwarfs, supernovae, neutron stars, and black holes. However, if the black holes were not able to spread their content of matter and energy into the surroundings, all the galaxies would at last end up as black holes, which again would gravitate toward the center of mass of the closed universe, to create one large black hole.
size of an explosion of a
a large extend the structure of a universe. If
the size of the explosion is similar to a big
bang, the universe would expand outwards from
the explosion of the black hole, which would
deliver all the new matter and energy to the
further development of the universe. On the
other hand, if the explosions of the black
holes are relatively small, the explosions
could take place anywhere in the universe,
where the black holes met the requirements for
an explosion - and the black holes could then
be the centers of the galaxies, partly because
of their gravitational field, and partly
because of their supply of new energy to the
the size of an explosion of a black hole is
determined by the process that generates the
explosion, we need to look at the possible
energy sources for such an explosion. As it
has been established that black holes mostly
consist of neutrons, the fission of neutrons
into quarks, could be an obvious energy source
for such an explosion; and since it
has been shown,
that quarks and gluons cannot be
separated from their parent
hadrons without producing new
such as protons and neutrons are the
smallest free particles that can exist
under normal conditions. So, the only
possible energy source must be the
As it also
has been shown that free quarks only can exist
high pressure and temperature,
the condition for an explosion
of a black hole, where
the neutrons split
into free quarks
during the release of
their binding energy,
of a black
means that the
must have a
at its center and simultaneously be situated where
it is able to accumulate matter, until the required
pressure and temperature are obtained for the
completion of the explosion.
Such large active black holes are normally placed at the center of the galaxies, where they are able to accumulate matter from the surrounding galaxy, and are often called Active Galactic Nuclei (AGN).
An other essential discovery, which can tell us about the development of our universe, is the verification of the existence of the plasma red-shift of light by the intergalactic plasma, which entails that the cosmological red-shift is not a result of an expansion of our Universe. It means that the Universe is static, to that extent, that the expansion that arises from the different explosions are in equilibrium with the contraction that originates from the gravitational force. That the Universe is static can also be seen from the lack of a physical process, which is able to generate a Big Bang.
The Energy Distribution in a Universe
In each of the closed universes, the influence of gravity means that most of the mass ends up as galaxies. As the energy is constant, there is a life-cycle of energy in each of the universes, where the black holes at the center of the galaxies create the largest regenerative processes, such as quasars, pulsars, and AGNs, where a regenerative process is defined as a process that transforms heavy elements into lighter ones.
Fig. The life-cycle of the energy in a universe.
The regenerative processes deliver energy to the life-cycle of mass and radiation in the universe, where the new energy often ends up as nebulae from which new stars are born, or as the cosmic
microwave background. The gas nebulae are the first step on the road, of stars, giants,
white dwarfs, supernovae, neutron stars, and black holes, where the energy once again
ends up at the center of the galaxy. As the cosmic microwave background reflects the
regenerative processes, it reflects in this way the structure of the universe with the great
walls and large voids.
As a result of
the incessant regenerative processes, the density of the
universes are very sparse, which also can be seen from the
density of our own Universe. If the density distribution is
known, it will be possible to make an estimation of the size
of a closed universes, which are practically the same for all
the universes that has reached their maximum size. Since the
universes are static, their size can be
derived from the condition that they are
closed, which means that not even light is
able to leave the universes.
The Generation of an Explosion Inside a Black Hole
There is nothing to prevent that larger and larger black holes merge until they reach the upper limit for an explosion. Larry Smarr calculated the first numerical solution of a direct collision between two black holes of equal masses in 1979,  - while Matzner and associates in 1995 determined the details for the merger.  The calculation of the direct collision of two black holes of equal masses, both of which start at rest, shows that when black holes fall against each other, they will merge to form one big black hole. At the beginning, the black hole fluctuates, but as the oscillations die away, the hole settles down as a single spherical symmetric black hole. 
It is, therefore, evident that the masses of black holes may be added, which in a way indirectly can be seen from the observations of black holes with sizes of millions of solar masses. , ,  The explosion inside a black hole takes place when the mass density at the center of a black hole has passed the Tolman-Oppenheimer-Volkoff limit, which is the minimum threshold value.
regions inside a black hole can communicate
with each other by means of pressure waves, so
that any density variation will be smoothed out, a black
hole is supposed to be homogeneous and
a black hole parses the Tolman-Oppenheimer-Volkoff
it may cause the black hole to trigger an
explosion, where a proportional large part of
the mass is turned into energy according
to the formula, E =
Such a black hole at the
center of a galaxy is called
an Active Galactic Nucleus,
Such a black hole at the center of a galaxy is
called an Active Galactic Nucleus, AGN.
It has been found that there is the following relation between the mass of a central black hole, Mbh, and the stellar mass of the surrounding bulge, Mbulge: 
Mbh ~ 1.2 x Mbulge.
this relation it can be seen that the size
of a black hole is proportional to the size
of the galaxy.
On the other hand, the larger the galaxies become, the more frequent and powerful are the eruptions, so the more matter and energy they will scatter. It has been found, that the dispersion of energy, E, from a galaxy grows with a larger factor than the total mass, M, of a galaxy, so: 
E ~ M3/2,
which entails that there is an upper limit to the size of a galaxy. So if two galaxies collide they will eventually get rid of the superfluous energy by enhancing the distribution of energy into the intergalactic space.
The Energy Distribution in a Closed Universe
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