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2020, Volume 32, Number 8
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A numerical method for solving ordinary differential equations by converting them into the form of a Shannon
N. G. Chikurov
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3–20 |
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Self-consistent calculation of the ground state of a hydrogen-like carbon atom in a graphene lattice
B. G. Freinkman
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21–30 |
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Modeling of vibration of nanoporous microcantilevers from anodic aluminum oxide for biochemical sensors
V. N. Simonov, N. L. Matison, O. V. Boytsova, E. B. Markova
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31–42 |
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Nonlinear Dirac equation for graphene
A. A. Gladkikh, G. G. Malinetskii
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43–56 |
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Modern methods of mathematical modeling of the development of hydrodynamic instabilities and turbulent mixing
V. F. Tishkin, V. A. Gasilov, N. V. Zmitrenko, P. A. Kuchugov, M. E. Ladonkina, Yu. A. Poveschenko
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57–90 |
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Mathematical model of the neural network conclusion defuzzificator in fuzzy-logic output procedures and its software implementation
S. P. Dudarov, N. D. Kirillov
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91–105 |
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Modeling of a space-rocket structures when subjected to active forces by mechanical analogs
A. Yu. Bondarenko, A. I. Likhoded, V. V. Sidorov
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106–118 |
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Modeling elastic properties of composites using asymptotic averaging method with imperfect interface
A. P. Sokolov, V. N. Shchetinin, M. Yu. Kozlov
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119–138 |
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