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2019, Volume 59, Number 1
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On error control in the numerical solution of reaction–diffusion equation
V. G. Korneev
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3–20 |
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Universal method of searching for equilibria and stochastic equilibria in transportation networks
D. R. Baymurzina, A. V. Gasnikov, E. V. Gasnikova, P. E. Dvurechenskii, E. I. Ershov, M. B. Kubentayeva, A. A. Lagunovskaya
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21–36 |
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Gradient projection method for optimization problems with a constraint in the form of the intersection of a smooth surface and a convex closed set
Yu. A. Chernyaev
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37–49 |
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Analytical-numerical approach to describing time-periodic motion of fronts in singularly perturbed reaction–advection–diffusion models
V.T. Volkov, D. V. Lukyanenko, N. N. Nefedov
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50–62 |
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Numerical method for solving an inverse problem for Laplace's equation in a domain with an unknown inner boundary
S. V. Gavrilov
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63–70 |
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The Green function of the Dirichlet problem for the biharmonic equation in a ball
V. V. Karachik
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71–86 |
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Efficiency of two approaches to computing the flow around an airfoil with flaps in the case of flow separation
S. M. Bosnyakov, V. V. Vlasenko, M. F. Engulatova, S. V. Matyash, S. V. Mikhailov, S. S. Molev
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87–101 |
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Corner boundary layer in boundary value problems for singularly perturbed parabolic equations with nonlinearities
A. I. Denisov, I. V. Denisov
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102–117 |
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Quantum effects on optical properties of a pair of plasmonic particles separated by a subnanometer gap
Yu. A. Eremin, A. G. Sveshnikov
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118–127 |
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Smoothness with respect to viscosity of the solutions of Navier–Stokes-type operator equations
V. I. Kachalov
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128–134 |
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Comparing the spatial structure of molecules by minimizing a comparison function
E. B. Laneev, N. Yu. Chernikova
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135–142 |
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Simulating flows of viscous incompressible fluid on graphics processors using the splitting scheme and multigrid method
K. N. Volkov, V. N. Emelyanov, A. G. Karpenko, I. V. Teterina
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143–157 |
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Compacton solutions of the Korteweg–de Vries equation with constrained nonlinear dispersion
S. P. Popov
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158–168 |
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Spherical shell of the boundary of a compact set with a minimum cross-sectional area formed by a two-dimensional plane
S. I. Dudov, M. A. Osiptsev
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169–182 |
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