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Applied mathematics and mechanics
M. S. Deryabina, S. I. Martynov
The flow of a viscous fluid with a predetermined pressure gradient through periodic structures
The flow of a viscous fluid with a predetermined pressure gradient through periodic structures
222—243
R. V. Zhalnin, V. F. Masyagin, E. E. Peskova, V. F. Tishkin
Application of discontinuous Galerkin method to modeling of two-dimensional flows of a multicomponent ideal gases mixture using local adaptive mesh refinement
Application of discontinuous Galerkin method to modeling of two-dimensional flows of a multicomponent ideal gases mixture using local adaptive mesh refinement
244—258
Mathematics
I. V. Boikov, V. A. Ryazantsev
On the approximate method for determination of heat conduction coefficient
On the approximate method for determination of heat conduction coefficient
149—163
A. A. Bosova, O. V. Pochinka
On periodic mapping data of a two-dimensional torus with one saddle orbit
On periodic mapping data of a two-dimensional torus with one saddle orbit
164—174
A. A. Kosov, A. V. Shchennikov, E. V. Shchennikova, R. V. Zhalnin, P. A. Shamanaev
Review of the works of V. N. Shchennikova on the study of the convergence of nonlinear almost periodic systems by the comparison method
Review of the works of V. N. Shchennikova on the study of the convergence of nonlinear almost periodic systems by the comparison method
175—186
F. V. Lubyshev, A. R. Manapova
An approximation of problems of optimal control on the coefficients of elliptic convection-diffusion equations with an imperfect contact matching condition
An approximation of problems of optimal control on the coefficients of elliptic convection-diffusion equations with an imperfect contact matching condition
187—214
D. V. Sirotkin, D. S. Malyshev
A constructive existence theorem related to local transformations of graphs for the independent set problem
A constructive existence theorem related to local transformations of graphs for the independent set problem
215—221
Mathematical modeling and computer science
259—268