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Issue 4, 2021 Vol. 13

FROM THE EDITOR

1. Editor's note, pp. 669-671
    pdf (286K)
2. In memory of Andrey Yurievich Trifonov, pp. 673-673
    pdf [in Russian] (838K)  pdf [in English] (744K)
3. In memory of Konstantin Vladimirovich Rudakov, pp. 675-676
    pdf [in Russian] (1329K)  pdf [in English] (1137K)

MATHEMATICAL MODELING AND NUMERICAL SIMULATION

1. Koganov A.V.
   Estimation of the probability of spontaneous synthesis of computational structures in relation to the implementation of parallel information processing, pp. 677-696
    pdf (592K)

NUMERICAL METHODS AND THE BASIS FOR THEIR APPLICATION

1. Yudin N.E.
   Modified Gauss–Newton method for solving a smooth system of nonlinear equations, pp. 697-723
    pdf (650K)
2. Vetluzhsky A.Y.
   Method of self-consistent equations in solving problems of wave scattering on systems of cylindrical bodies, pp. 725-733
    pdf (561K)

MODELS IN PHYSICS AND TECHNOLOGY

1. Yanbarisov R.M.
   Parallel embedded discrete fracture method for flows in fractured porous media, pp. 735-745
    pdf (433K)
2. Sitnikov S.S., Tcheremissine F.G., Sazykina T.A.
   Simulation of the initial stage of a two-component rarefied gas mixture outflow through a thin slit into vacuum, pp. 747-759
    pdf (866K)
3. Zimina S.V., Petrov M.N.
   Application of Random Forest to construct a local operator for flow fields refinement in external aerodynamics problems, pp. 761-778
    pdf (713K)
4. Umavovskiy A.V.
   Data-driven simulation of a two-phase flow in heterogenous porous media, pp. 779-792
    pdf (861K)
5. Malikov Z.M., Nazarov F.K.
   Study of turbulence models for calculating a strongly swirling flow in an abrupt expanding channel, pp. 793-805
    pdf (607K)
6. Kudrov A.I., Sheremet M.A.
   Numerical simulation of corium cooling driven by natural convection in case of in-vessel retention and time-dependent heat generation, pp. 807-822
    pdf (4015K)

ANALYSIS AND MODELING OF COMPLEX LIVING SYSTEMS

1. Revutskaya O.L., Kulakov M.P., Frisman E.Y.
   Influence of harvesting on the dynamics of predator-prey community with age-structure for prey, pp. 823-844
    pdf (2992K)

MODELS OF ECONOMIC AND SOCIAL SYSTEMS

1. Varshavsky L.E.
   Mathematical methods for stabilizing the structure of social systems under external disturbances, pp. 845-857
    pdf (414K)
2. Malkov S.Yu., Davydova O.I.
   Modernization as a global process: the experience of mathematical modeling, pp. 859-873
    pdf (3019K)