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Editor’s note
N. A. Mitin
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5–7 |
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MATHEMATICAL MODELING AND NUMERICAL SIMULATION
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Numerical solution to a two-dimensional nonlinear heat equation using radial basis functions
L. F. Spevak, O. A. Nefedova
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9–22 |
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NUMERICAL METHODS AND THE BASIS FOR THEIR APPLICATION
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Relaxation model of viscous heat-conducting gas
V. S. Surov
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23–43 |
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Comparison of the results of using various evolution algorithms to solve the problem of route optimization of unmanned vehicles
A. A. Fedina, A. I. Nurgaliev, D. A. Skvortsova
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45–62 |
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MODELS IN PHYSICS AND TECHNOLOGY
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Deformation of shape memory rigid-plastic bodies under variable external loads and temperatures
V. A. Grachev, Yu. S. Nayshtut
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63–77 |
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Modeling of hydroelastic oscillations for a channel wall possessing a nonlinear elastic support
V. S. Popov, A. A. Popova
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79–92 |
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Modeling the response of polycrystalline ferroelectrics to high-intensity electric and mechanical fields
A. S. Skaliukh
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93–113 |
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The dynamic model of a high-rise firefighting drone
N. Anh, Ph. Hai, N. Hanh, N. Vinh
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115–126 |
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Model for building of the radio environment map for cognitive communication system based on LTE
Ya. R. Adamovskiy, V. M. Chertkov, R. Bohush
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127–146 |
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ANALYSIS AND MODELING OF COMPLEX LIVING SYSTEMS
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Models of population process with delay and the scenario for adaptive resistance to invasion
A. Yu. Perevaryukha
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147–161 |
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MODELS OF ECONOMIC AND SOCIAL SYSTEMS
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Technoscape: multi-agent model for evolution of network of cities, joined by production and trade links
P. V. Kurakin
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163–178 |
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Game-theoretic and reflexive combat models
V. O. Korepanov, A. G. Chkhartishvili, V. V. Shumov
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179–203 |
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