01.00.00 Physical-mathematical sciences
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RIEMANNIAN GEOMETRY AND UNIFIED FIELD THEORY IN 6D
01.00.00 Physical-mathematical sciences
DescriptionThe article discusses the Riemann's unified field theory and its extension in 6D in general relativity. It is shown that in 6D there are possible movements on two spherical areas in the form of nonlinear waves
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REFORMING OF PETROLS BY ELECTROMAGNETIC FIELD
01.00.00 Physical-mathematical sciences
DescriptionInfluence of electromagnetic field on petrols, which leads to the decrease of their physic-chemical parameters and temperature of flash are considered in the article as well, and therefore to increase the calorific capability of fuels.
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MATTER GENERATION FROM SINGULARITIES COLLIDING IN THE RICCI FLOWS
01.00.00 Physical-mathematical sciences
DescriptionIn this article, we investigate the problem of creation of matter in the collision of particles, presented by singularities of the gravitational field. A system of nonlinear parabolic equations describing the evolution of the axially symmetric metrics in the Ricci flow derived. A model describing the creation of matter in the collision and merger of the particles in the Ricci flow proposed. It is shown that the theory that describes the Ricci flow in the collision of black holes is consistent with EinsteinInfeld theory, which describes the dynamics of the material particles provided by the singularities of the gravitational field. As an example, we consider the metric having axial symmetry and which contains two singularities simulating particles of finite mass. It is shown that the static metric with two singularities corresponding to in Newton's theory of gravity two particles moving around the center of mass in circular orbits in a non-inertial frame of reference, rotating with a period of two-body system rotation. We have numerically investigated the change of the metric in the collision of particles with subsequent expansion. In numerical experiments, we have determined that the collision of the particles in the Ricci flow leads to the formation of two types of matter with positive and negative energy density, respectively. When moving singularities towards each other in the area between the particles the matter is formed with negative energy density, and in the region behind the particles - with positive density. In the recession of the singularities, the matter with positive energy density is formed in the area between the particles. The question of the nature of baryonic matter in the expanding universe is discussed
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COLOR MATTER GENERATION IN THE RICCI FLOW IN GENERAL RELATIVITY
01.00.00 Physical-mathematical sciences
DescriptionIn this article, we investigate the restricted problem of many bodies with a logarithmic potential in the general theory of relativity. We consider the metric having axial symmetry and containing a logarithmic singularity. In numerical calculations, we studied the properties of the gravitational potential in the problem of establishing a static condition in which multiple singularities retain the initial position on the axis of the system. This is achieved due to relativistic effects, which have no analogues in Newton's theory of gravitation. The motion of relativistic particles in a logarithmic potential sources distributed on the surface of a torus simulated. It is shown that the trajectory of the particles in these systems form a torus covered with needles. It was found, that the Ricci flow in the general theory of relativity could be born three kinds of matter - positive and negative energy density, as well as the color of matter, the gravitational potential of which is complex. It has been shown that this type of material is associated with the manifestation of the quantummechanical properties, which is consistent with the hypothesis of the origin of Schrodinger quantum mechanics. It is assumed that the most likely candidate for the role of the color of matter is the system of quarks as to describe the dynamics of quarks using the logarithmic potential, and the quarks themselves are not observed in the free state
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THE ROLE OF QUANTUM ENTANGLEMENT IN TASKS OF THE GAMES THEORY
01.00.00 Physical-mathematical sciences
DescriptionThis article discusses an economic game called "The struggle for markets". We have generated a mathematical model of quantum realization of this game. For clarity, the algorithms are derived for soft and hard quantum games for assessing the impact of the degree of entanglement to work and the result of the algorithm. There are step-by-step instructions for the sequence of actions and operations to create a quantum model of the game. The aim is to assess the influence of the degree of entanglement on work algorithms. Also, we investigate the influence of quantum entanglement on the win for two or more players. The article gives a comparison with classical results
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01.00.00 Physical-mathematical sciences
DescriptionDependence of the Earth seismic activity, magnetic field and polar motion on the sunspots number is ex-amined on the basis of semantic information models
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01.00.00 Physical-mathematical sciences
DescriptionAnalysis of reflection of discrete system with final set of elements in planes of set of values of any sign is leaded. It is demonstrated that information reflected with system is divided on reflected and not reflected part and relevant information functions are got. Structured law of saving of sum of chaos and order is established and classification of discrete systems on their structural organization is given. Interrelation of synergetic and probabilistic information theories is shown. Law of information saving is established.
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SYNERGETIC INFORMATION THEORY Part 3. Information functions and Boltzmann entropy
01.00.00 Physical-mathematical sciences
DescriptionIn the article it is shown that information-synergistic functions, in the face reflected information, additive negentropy and entro-py of reflection, they have direct interrelation with Boltzmann entropy.
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SYNERGETIC INFORMATION THEORY: EXPLANATIONS AND TERMINOLOGICAL REMARKS
01.00.00 Physical-mathematical sciences
DescriptionThe article is devoted to an explanation of the separate moments of the synergetic information theory and consists of five independent sections. In the first section genesis of the name this theory reveals and its independence of G. Haken's synergetrics is shown. In the second section basic distinction of R. Hartley's information measure and quantity of information self-reflected by a final set is detail considered. In the third section concept interpretation information from category positions reflection is briefly considered. In the fourth section need of change of the name of information which is reflected about each other by two being crossed final sets is shown. In the fifth section the phrase negentropy of reflection is replaced with the term a sintropy and classification of different types of a sintropy is given
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SYNERGETIC WAY TO THE COGNITION OF MICRO- AND MACRO WORLD
01.00.00 Physical-mathematical sciences
DescriptionThe author points out the features of synergy, which using the linearity and nonlinearity and also express-es the aspects of material unity of the world in the theory, linked to the general properties of self-development of complex systems. The universe is seen as a dissipative system with periodically remov-able elements (elementary dissipative systems)