Every point of the three-dimensional universe is a sphere?

  The holographic method of information coding without a loss on the 2D holographic screen indicate a fundamental error in the mathematical apparatus that describes the laws of physics. We admit this fundamental error ignoring the fundamental law of the Holographic Principle - the law of the preservation of information. Of course, at the level of apples, this error can be neglected. But since the error is systemic, it is significant on the scale of the universe. This error leads to we talking about "terrible action at a distance", a violation of the locality / short-range principle. We have deep and fundamental problems: dark matter and paradoxes that arise when we try to apply the principles of quantum mechanics to the gravitational force and so on.

  Modern researchers consider the line as one-dimensional space. As soon as the zero point is placed on the line, as the origin, this means the binding of this line to the real space. However, in this case, eliminating the point 0 from the set, to call a line "the one-dimensional space" means to violate the law of preservation of information of the Holographic Principle.

  Therefore, if on the line it is required to consider a transition along a line from -∞ to a point 0 and to + ∞, then it is necessary to turn around the point 0 along the arc ε and make a rotation through the angle Ѳ = ± π.

 If we ignore this fact, calling the line a one-dimensional space, then it means breaking we law of preserving the information of the Holographic Principle and, consequently, making a mistake in the foundation of physics. If we accept the impossibility of losing information as the basis for describing the world around, then it is necessary to accept the fact that the line has a discontinuity at the origin, regardless of the minimum radius of the arc ε → 0, but now this can not be called a one-dimensional space.

 Next, we consider the steady-state concept of a two-dimensional (flat) space. If the plane is drawn without the origin, then this concept does not bear physical meaning. If the plane is tied to real space, then the origin of coordinates is fixed in it. In this case, the logic of the previous reasoning takes effect. The neighborhood of zero does not belong to this two-dimensional world. The neighborhood of zero is a punctured point in a two-dimensional space. Definition, zero physically means that the plane is punctured by a ray emanating from another emergent dimension. This the paper also asserts that the plane carries an element of the emergence of space within itself, and this is confirmed by the Holographic Principle itself, and this statement is its basic content. In this process, the transition to other large-scale measurements ends, because according to the Holographic Principle, really there is only one surface with information - the holographic screen of the universe. Thus, continuing the transition to the plane from -∞ through the point 0 to + ∞, we must again circle 0 along the arc ε in order to make a rotation through the angle Ѳ = ± π. Likewise, as we circled the point 0 on the line, on the plane we can additionally rotate the coordinates around the point 0, therefore each arc ε will describe the hemisphere.

 If we now direct the arc radius to zero (ε → 0),then on the quantum level there will be a rotation through the angle Ѳ = + π or Ѳ = -π, and on the pole of the emergent sphere there will be the interaction of the particle with the measuring device (and/or with temperature gradient), which fixes the value of classical physical values and the distribution of their probabilities. In our universe, this is determined by the fact that two diametrical pairs of points on a spherical screen project one point in the emerging three-dimensional space with the Euclidean distance definition. This hologrphic formalism demonstrates the inextricable connection between particles - waves and particles - points and demonstrates the mechanism of quantum measurements and quantum entangled in every point of 3D space.

  Holographic principle, based on the law of information preservation, allows the projection of any phenomenon onto the holographic screen of the universe and roundtrip without loss of information. Therefore, naturally, the sphere we have obtained is considered on the holographic screen of the universe. It becomes clear why the fundamental laws of physics are related to the square of the radius.

   With such a geometric and physical interpretation of the abstract concept of a point is are detailed: each point of emerging three-dimensional space is a sphere. Thus, the particle is a point, and the statistical angular movements projections of the particle in a natural way (from a simple equation of coherent oscillations) emerge on two hemispheres - is a wave.

  We show that in such theory, naturally, from limit simply formula observe emerging on spherical the screen the 60 pairs of projections, each of which is defined as a particle. Which exactly half of the screen will be involved in qubit and depends on the measurement. We can see is a global negative connection (loop) and this formalism of negative feedback may solve the problem of certain emerged values of fundamental constants.

  Such a formalism - coherent oscillations (dynamics) can explain the reasons for the self-organization of the projections (subcomponents) of elementary particles, leading to the emerging of mass and color charge. The mass, in such a formalism, may be explained is proportionality to the entropy force acting on the center of the projections as they move along halves of the holographic screen with different temperature and constant of coordinate od the center.

  This consistent with the fact that In quantum mechanics, particles have internal degrees of freedom, which, under thermodynamic isolation, are not related to the motion of the particle as a whole. The statistic dynamics of the particle projections may be demonstrated of trajectories of the par projects on the computer simulator.

Postulate: "If the quantum probabilities are not only preserved, in the ontological basis they stay the same all the time then we can idealized demonstration them by the single equation of coherent oscillations. We can define probabilities to be a positive function of the amplitudes".

In the quantum simulator fragments of computer calculations of angular movement are shown - a geometrical representation of the probability density of some projections of particles constructed by combinations of coherent oscillations from one parametric equation or a coherent evolution law:

The angular movement of any pre-selected point around the corresponding axes: θx, θy, θz and parameters θ= πt and -1 ≤ t ≤ 1; where is geometrical angle admeasured by arbitrary clockwise and/or anticlockwise direction, starting from the relevant semiaxis. The equation is given parametrically, and it is applicable for any radius. When Δt → 0. the coordinates of the center and ε → 0.

One bit of information is represented by one phase per cycle of coherent oscillations of the particle projection vector with respect to the global temperature gradient on a spherical holographic screen.

4³- 4=60, (±cosθ,±sinθ→4 for 3 coordinates).

 This video should be supplemented by a global temperature gradient and will be complete and we immediately can turn on thermodynamics. We show that in such holographic theory, naturally, observe emerging on spherical the screen the 60 pairs of projections, each of which is defined as a particle. Which exactly half of the screen will be involved depends on the measurement. We can see is a global negative connection (loop) and this formalism of negative feedback solves the problem of certain values of fundamental constants.

On the simulator, after loading a parametric equation describing one cycle of coherent oscillations, we observe the statistical dynamics of projections of fundamental particles of the Standard Model onto a spherical holographic screen (antiparticles are excluded from consideration). All of the above can be confirmed by measurements on a real device - an unusual gyroscope. Details on my site: https://www.isan.com.ua


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