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“Computer Research and Modeling” is a peer-reviewed Russian journal publishing original research papers and review articles in the field of computer research and mathematical modeling in physics, engineering, biology, ecology, economics, psychology etc.

Frequency: 6 issues per year.
ISSN: 2076-7633  (Print), 2077-6853 (Online).

FROM THE EDITOR

1. Editor's note, pp. 689-692
    pdf (212K)

MATHEMATICAL MODELING AND NUMERICAL SIMULATION

1. Gaiko V.A., Savin S.I., Klimchik A.S.
   Global limit cycle bifurcations of a polynomial Euler–Lagrange–Liénard system, pp. 693-705
    pdf (343K)
2. Chukanov S.N.
   Modeling the structure of a complex system based on estimation of the measure of interaction of subsystems, pp. 707-719
    pdf (355K)
3. Kozhevnikov V.S., Matyushkin I.V., Chernyaev N.V.
   Analysis of the basic equation of the physical and statistical approach within reliability theory of technical systems, pp. 721-735
    pdf (5122K)

NUMERICAL METHODS AND THE BASIS FOR THEIR APPLICATION

1. Emaletdinova L.Y., Mukhametzyanov Z.I., Kataseva D.V., Kabirova A.N.
   A method of constructing a predictive neural network model of a time series, pp. 737-756
    pdf (2499K)
2. Sadin D.V.
   Analysis of dissipative properties of a hybrid large-particle method for structurally complicated gas flows, pp. 757-772
    pdf (1626K)
3. Semakin A.N.
   Evaluation of the scalability property of the program for the simulation of atmospheric chemical transport by means of the simulator gem5, pp. 773-794
    pdf (349K)

MODELS IN PHYSICS AND TECHNOLOGY

1. Bruyaka V.A.
   Flow of liquid in a thin layer simulation with taking into account the discontinuities and roughness of the boundaries, pp. 795-806
    pdf (470K)
2. Grachev V.A., Nayshtut Yu.S.
   Relaxation oscillations and buckling of thin shells, pp. 807-820
    pdf (489K)
3. Savin S.I., Vorochaeva L.I., Kurenkov V.V.
   Mathematical modelling of tensegrity robots with rigid rods, pp. 821-830
    pdf (438K)

ANALYSIS AND MODELING OF COMPLEX LIVING SYSTEMS

1. Govorukhin V.N., Zagrebneva A.D.
   Population waves and their bifurcations in a model “active predator – passive prey”, pp. 831-843
    pdf (2476K)
2. Karpaev A.A., Aliev R.R.
   Application of simplified implicit Euler method for electrophysiological models, pp. 845-864
    pdf (1107K)
3. Ilyin O.V.
   Boundary conditions for lattice Boltzmann equations in applications to hemodynamics, pp. 865-882
    pdf (272K)
4. Matveev A.V.
   Modeling the kinetics of radiopharmaceuticals with iodine isotopes in nuclear medicine problems, pp. 883-905
    pdf (3912K)

MODELS OF ECONOMIC AND SOCIAL SYSTEMS

1. Shumov V.V.
   Mathematical models of combat and military operations, pp. 907-920
    pdf (471K)
2. Danilov G.V., Zhukov V.V., Kulikov A.S., Makashova E.S., Mitin N.A., Orlov Y.N.
   Comparative analysis of statistical methods of scientific publications classification in medicine, pp. 921-933
    pdf (494K)