### All Issues

#### 2017:

The Gravity, Cosmology and Fundamental Fields

**A.M. Baranov**

An extension of the Friedman open cosmological model in the presence of viscosity**N.V. Osadchenko**

\(C^2\) Monotone spline interpolation based on oneparameter groups of diffeomorphism**Yu.G. Ignat’ev, A.R. Samigullina**

Numerically-analytical methods for mathematical modeling of nonlinear dynamic systems in CAS Maple. III. Visualization of nonlinear dynamics systems and applications to mechanics and cosmology**L.G. Salekhov, E.V. Chebotareva**

Iterative Method of Polynomial Differentiation for One Class of Convolution Equations

Applied Mathematics, Mathematics and Computer Simulation

In Order of Discussion

Events and Personalities

The Gravity, Cosmology and Fundamental Fields

**V.M. Zhuravlev**

Dynamics of dust near the gravitating center. The integrals of motion**Yu.S. Vladimirov, A.B. Molchanov**

Generalized Hubble’s law in the relational approach**Yu.G. Ignat'ev**

Qualitative and numerical analysis of cosmological models based on asymmetrical scular dubblet: classical + phantom scalar field. I. The case of minimally interacting scalar fields: a qualitative analysis

Theoretical Mechanics and Optics

Applied Mathematics, Mathematics and Computer Simulation

The Gravity, Cosmology and Fundamental Fields

**V.M. Zhuravlev**

Models of dynamics of dust-like matter in its own gravitational field**A.M. Baranov**

Evolution of the open cosmological model with radiation**S.V. Chervon, A.V. Nikolaev, T.I. Mayorova**

On the derivation of field equation of f(R) gravity with kinetic scalar curvature**A.V. Belinsky, M.H. Shulman**

On the relative photon correlation non-locality**Yu.G. Ignat'ev, A.A. Agathonov**

Qualitative and numerical analysis of the cosmological model based on the phantom scalar field with self-interaction. II. Comparative analysis of models of classical and phantom fields**Yu.S. Vladimirov, D.A. Tereshchenko**

Mach's principle in the geometrical paradigm

The Mathematical Methods and Mathematical Physics, Including Group Methods

**D.P. Goloskokov**

Building a basis for one-dimensional bound\-ary-value problems in systems of symbolic computations**E.V. Chebotareva**

Automated solution to one class of convolution equations in the space of distributions with one-sided bounded support

Software for Scientific Research

**Yu.G. Ignat'ev, A.A. Agathonov**

The software package EquiSurface for visualization of equipotential surfaces in CAS Maple**Yu.G. Ignat`ev, M.L. Mikhailov**

The software package SORTARRAY the ordering of the arrays and the construction of curves and surfaces in 2-5-dimensional data array in CAS Maple**Yu.G. Ignat'ev, A.R. Samigullina**

The software package DifEqTools numerical - analytical modeling of nonlinear dynamic systems and building graphic computer models**E.V. Chebotareva**

Library ConvEq for automated solution to one class of convolution equations

#### 2016:

For hundredth anniversary of the general relativity

Original articles

**A.M. Baranov**

Algebraic type of a spherical gravitational field and the Birkhoff theorem**A.V. Belinsky, M.H. Shulman**

Quantum correlations and Superluminal interaction**V.M. Zhuravlev**

Qualitative analisys of cosmological models with scalar fields**Yu.G. Ignat’ev, A.A. Agathonov**

The qualitative and numerical analysis of the cosmological model based on phantom scalar field with self interation**Yu.G. Ignat‘ev, M.L. Mikhailov**

The cosmological evolution of weakly degenerate asymmetric plasma phantom scalar interparticle interaction**Yu.G. Ignat’ev, A.R. Samigullina**

Numerically-analytical methods for mathematical modeling of nonlinear dynamic systems in CAS Maple**A.M. Rasulova**

Analysis of the geodesic deviation equations in the Schwarzschild metric

Applied problems

- Editorial
**S.M. Nayman, E.K. Vachagina**

Probability laws and waste generation**M.N. Kirsanov**

Theoretical and applied problems of theory of stability

Software

**Yu.G. Ignat’ev, A.A. Agathonov**

The software package «GravPerturbations» in CASMaple for automatic computation of tensor objects in the second order of perturbation theory**Yu.G. Ignat’ev, A.R. Samigullina**

Program complex for numerical and analytical mathematical modeling of nonlinear dynamic systems in CAS Maple

**A.V. Belinsky, A.K. Zhukovskiy**

“Quantum nonlocality” or “nonlocal realism”?**Yu.G. Ignat’ev**

The standard cosmological model: mathematical, qualitative and numerical analysis**Yu.G. Ignat’ev**

Qualitative and numerical analysis of the standard cosmological model with $Lambda$ - term**Yu.G. Ignat’ev, A.A. Agathonov**

Statistical Cosmological Fermion Systems With Interparticle Fantom Scalar Interaction

For hundredth anniversary of the general relativity

Original articles

**Yu.S. Vladimirov, S.V. Bolokhov**

On the theory of the direct interparticle electro-gravitational interaction**V.V. Voytik**

Some geometric consequences of curvilinear uniformly accelerated motion**Yu.G. Ignat'ev**

Macroscopic Einstein Equations and Cosmology of Yearly Universary. I. A Mathematical Model for the Transverse Fluctuations

Methodical materials

For hundredth anniversary of the general relativity

**V.G. Bagrov, V.A. Bordovitsyn, A.V. Kulikova**

Covariance problem in relativistic radiation theory**M.P. Korkina**

Famous exact solutions of General Relativity equations**I.R. Mubarakshin**

On the postulates of the special theory of relativity

Original articles

**A.V. Belinsky, Ju.S. Vladimirov**

Relational-statistical nature of quantum theory laws**Yu.S. Vladimirov, D.A. Tereshchenko**

Relational-statistical justification of the hydrogen atom’s O(4)-symmetry**Yu.G. Ignat'ev, I.A. Kokh**

Diffuzion model of the cosmlogical evolution of ultrahigh-energy particles in the scaling conditions at unitary limit**M.A. Masterova, V.Ya. Epp**

Force free surface around a rotating magnetized celestial body**S.A. Podosenov, E.R. Men'kova**

Introduction into classical mezodynamics of bound nucleons

#### 2015:

For hundredth anniversary of the general relativity

**A.M. Baranov**

Double anniversary of the theory of relativity**Yu.S. Vladimirov**

Special and general relativity: from creation up to now**A.K. Guts**

The principle of general covariance and exotic R4 in General Relativity

Original articles

**Yu.S. Vladimirov**

Relational foundation of space-time theory and interactions**Yu.G. Ignat'ev, M.L. Mikhailov**

The cosmological evolution of asymmetric Boltzmann plasma interparticle classical scalar interaction. I. Phase transitions:a simplified model**Yu.G. Ignat'ev, A.A. Agathonov**

Statistical Cosmological Systems of Strongly Degenerate Scalar Charged Fermions**V.M. Zhuravlev**

Geometry, Topology and Physical Fields. Part IV. Topological structure of elementary particles

**Yu.G. Ignat'ev**

Physical Instability Inflationary Model of the Universe (de Sitter) Start**Yu.G. Ignat'ev**

Macroscopic Cosmology of Yearly Universary**M.A. Masterova, V.Ya. Epp**

Dynamics of a Charge Particle in the Field of Rotating Magnetized Celestial Body**I.V. Bakhmatov, E.T. Musaev**

Fermionic T-duality as Involution on the Solution Space of Type II Supergravity**V.M. Zhuravlev**

Geometry, Topology and Physical Fields. Part III. Equation of Induction of a Fundamental Fields**A.M. Baranov, Eu.V. Saveljev**

Exact Solutions of the Conformally Flat Universe. IV. Cosmological Model with the "Bottle" Potential**Edition Board**

Vladimir Romanovich Kaigorodov

**A.P. Yefremov**

Physical laws in the medium of hypercomplex numbers: theory of relativity**V.M. Zhuravlev**

Thermodynamics model of normal stars evolution**Yu.G. Ignat'ev**

Nonminimal macroscopic models of a scalar field based on microscopic dynamics. IV. Advancing theory on the conformal invariant scalar fields**V.V. Voytik**

Some ways parameter calculation curvilinear uniformly accelerated motion**Yu.G. Ignat'ev**

Relativistic Dynamics and Invariant Functions of Sources

**Yu.G. Ignat'ev**

Nonminimal macroscopic models of a scalar field based on microscopic dynamics. III. Advancing theory on negative masses**A.A. Popov**

Static spherically symmetric solutions in 4D Einstein-Maxwell-anti-dilaton theory**V.A. Popov**

Resonant SQUID-based detection of Dark Matter Axion using rectangle cavities**Yu.A. Portnov**

On free-falling objects in expanding Universe**V.V. Voytik**

The proper characteristics of frame reference as a 4-invariants

#### 2014:

**V.M. Zhuravlev**

Geometry, topology and physical fields. Part I. Eleñtric charge and interaction**V.M. Zhuravlev**

Geometry, topology and physical fields. Part II. Mass and gravitation**A.V. Belinsky, V.B. Lapshin**

Photon model: electromagnetic field or action at a distance concept?**I.S. Nurgaliev**

Cosmology without Prejudice**A.M.Baranov, Eu.V. Saveljev**

Exact solutions of the conformally flat Universe. III. The "interior" solution

**A.P. Yefremov**

Physical laws in hypercomplex medium: mechanics**Yu.G. Ignat'ev, A.A. Agathonov, D.Yu. Ignatyev, M.L. Mikhailov**

Nonminimal macroscopic models of a scalar field based on microscopic dynamics. II. Cosmological evolution of the plasma with interparticle phantom interaction**Yu.A. Portnov**

Dynamic and static cosmological constant in a seven-dimensional gravitational equations**Yu.G. Ignat'ev, V.A. Bushkova**

Computer simulation and the clothing operated dynamic visualization of curves in differential, Riemannian geometry and Theory of Gravitation

**A.P. Yefremov**

Pregeometric structure of associative algebras and quaternion spaces as mathematical medium of physical laws**R.V. Korolev, S.V. Sushkov**

Exact regular solutions in the gravity theory with a non-minimal kinetic constraint**V.V. Voytik**

On the equations of the inverse kinematics problem**A.M. Baranov, Eu.V. Saveljev**

Exact solutions of the conformally flat Universe. I. The evolution of the model as the problem about a particle movement in a force field**Yu.G. Ignat'ev**

Nonminimal macroscopic models of a scalar field based on microscopic dynamics. I.**I.S. Nurgaliev**

Physics is above all (Jakov Borisovich Zeldovich as a teacher thoughts at 100th anniversary of his birth

#### 2013:

**A.M. Baranov**

A model of the Reinssner-Nordstrom interior source**A.M. Baranov, Eu.V. Saveljev**

Conformally flat model of the open Universe with an arbitrary function of state**Yu.G. Ignat'ev**

Thermodynamic equilibrium in the accelerated Universe is not available?**V.M. Zhuravlev**

Nonlinear wave equations and the first order complex quasilinear equations- International Winter School-Seminar on Gravitation, Cosmology and Astrophysics "Peter Readings"

**Yu.G. Ignat'ev**

Nonequilibrium Kinetics Universe Models. IV. Model of a power balance for a stage with arbitrary acceleration**A.P Yefremov**

Bohr's model of H-atom is a solution of Schr'odinger equation**A.K. Guts**

Reality and time machine**A.M. Baranov**

Generalization of the open cosmological model with radiation**L.N. Krivonosov, V.A. Luk'yanov**

Solution of Yang-Mills equations for central-symmetric metric in the presence of electromagnetic field**I.R. Mubarakshin**

About Newton, conic sections and the inverse-square law

**Yu.G. Ignat'ev**

Nonequilibrium Kinetics Universe Models. III. Energy-Ballance Model for the Inflation Stage**A.M. Baranov**

Another approach to the algebraic classification of electromagnetic field**V.T. Volov**

Quasigravitational fields modelling on the super sound swirling gas and plasma flows basis**N.N. Paklin, M.S. Sokolova**

Symmetries and conservation laws of the gravitation equations in vacuum**A.I. Dolgarev, I.A. Dolgarev**

Curved spaces with the right-handed rastran**M.P. Korkina, O.O. Iegurnov**

Cosmological model with perfect fluid and de Sitter universe**A.B. Balakin, A.E. Zayats**

Nonminimal field theory: I. Extension of the Einstein-Yang-Mills model**N.R. Khusnutdinov**

The Abel-Plana formulas**Yu.G. Ignat'ev**

Lectures on the problems of the modern cosmology read by the actual member of the Russian Scientific Academy Alexey Alexandrovoch Starobinsky in the Kazan State University

**Yu.S. Vladimirov**

From Quantum Gravity to the Relational-Statistical Space-Time Theory**Yu.G. Ignat'ev**

Nonequilibrium Kinetics Universe Models. II. Energy-Ballance Model**A.M. Baranov**

Conformally Galilean 4-metric and Kinemetric Reference Frames**V.D. Gladush**

Sommerfeld-Lenz method in General Relativity and its generalization**I.S. Nurgaliev**

Vorticity Induces Cosmological Term of Nonsingular Universe and Removes Darkness**Yu.S. Vladimirov, M.Yu. Romashka**

Modified Newtonian dynamics (MOND) and its possible interpretations**A.M. Baranov, I.V. Zhabrun**

A description of the open Universe model by the Bessel functions**A.V. Aminova**

Kazan school of Relativity and Gravitation- International Scientific Seminar "Non-Linear Fields in Gravity and Cosmology" and Russian School "Mathematical and Computer Modelling of Fundamental Objects and Phenomena"
- Rules of Arrangement of Applied Materials

#### 2012:

**A.I. Egorov, P.E. Kashargin, S.V. Sushkov**

Scalar multi-wormholes**A.M. Baranov**

The Phase Transitions in Gravitational and Electromagnetic Fields with relation Petrov's Algebraic Classification**A.M. Baranov, N.N. Paklin**

Method of generation solutions of Einstein's equations for spherically symmetric static distribution of perfect fluid**M.P. Korkina, E.M. Kopteva**

The mass function method for obtaining the exact solutions**V.D. Gladush, A.I. Petrusenko**

Additional symmetry of the spherically symmetric configurations, the conservation laws and their application**A.V. Minkevich**

Gauge approach to gravitation, physical spacetime and gravitational interaction**I.V. Drobov, S.Ph. Tegai**

Formation of thin shell from Lemaitre - Tolman - Bndi dust**Yu.G. Ignat'ev**

Nonequilibrium Kinetics Universe Models. I. Local Thermodynamics Conditions**S.V. Siparov**

Equivalence theory and its first results