 Kopyssov S.P., Sagdeeva Y.A. |
1-8 |
|
Numerical peculiarities of the 2D wavelet-homogenization in the problems of
multiresolution analysis
|
| Nikolaeva N.N., Ruchkin S.V., Rychagov M.N., Yagola A.G. |
9-16 |
|
Numerical simulation of the problem on the two-dimensional reconstruction of
axisymmetric flow velocity profiles
|
| Rukavishnikov A.V. |
17-26 |
|
A numerical method for solving the Stokes problem with a discontinuous
coefficient
|
| Reshetnyak M. and Steffen B. |
27-34 |
|
A dynamo model in a spherical shell
|
| Patrickeyev I.A., Stepanov R.A., Frick P.G. |
35-42 |
|
Wavelet differentiation of noisy signals
|
| Volkov K.N. |
43-60 |
|
Application of the control-volume method for the solution of problems
in gas and fluid mechanics on unstructured grids
|
| Mukha V.S., Korchyts K.S. |
61-65 |
|
Horner's scheme for multidimensional-matrix polynomials
|
| Gor'kov Yu.P. |
66-70 |
|
Construction of the fundamental solution to a parabolic equation with
degeneracy
|
| Tarnavsky G.A. and Tarnavsky A.G. |
71-87 |
|
Multiprocessor computer modeling in gravitational gas dynamics
|
| Volkov V.F. and Derunov E.K. |
88-98 |
|
Mathematical modeling of shock wave interaction at supersonic flight
of a group of bodies
|
| Medvedik M.Yu., Smirnov Yu.G., and Sobolev S.I. |
99-108 |
|
A parallel algorithm for computing surface currents in a screen
electromagnetic diffraction problem
|
| Tikhonravov A.V. and Trubetskov M.K. |
109-117 |
|
Stabilization of computational algorithms for the characterization of thin
film coatings
|
| Mazurov P.A., Gabidullina A.N., Elesin A.V., Kadyrova A.Sh. |
118-127 |
|
To the location of observation points in the problems
of hydraulic conductivity identification of a heterogeneous aquifer
|
| Gol'dman N.L. |
128-145 |
|
On a Яlass of inverse problems for a quasilinear parabolic equation with a
local overdetermination
|
| Volkov K.N. |
146-167 |
|
High-resolution difference schemes of flux calculation
and their application for solution of gas dynamics problems
|
| Parfenova A.S. |
168-177 |
|
The matrix Green function method of solving the Poisson equation for
computation of electron energy recuperator
|
| Ivanchikov A.A. |
178-193 |
|
A study of a spectral problem related to the stability of
Couette flow between two rotating cylinders
|
| Amochkina T.V. |
194-208 |
|
An optical coating design algorithm based on the theory of equivalent
layers
|
| Sadovskaya O.V. and Sadovskii V.M. |
209-216 |
|
Parallel implementation of an algorithm for the computation of elasto-plastic
waves in a granular medium
|
| Gubajdullin D.A., Mazurov P.A., and Tsepaev A.V. |
217-225 |
|
An algorithm for solving the stationary flow equation with fine grid segments
in a confined-unconfined aquifer
|
| Sokolinsky I.M. |
226-238 |
|
A synthesis of simplex and linear correction methods for linear optimization
problems with unformalized restrictions
|
| Davitashvili T.D., Meladze H.V., Sahakyan V.G., Tsereteli P.A. |
239-248 |
|
An iterative method for solving a boundary value problem for a system of
first-order ordinary differential equations with parameter for cluster
computing systems
|
| Zotyev D.V., Usmanov S.M., Shakir'yanov E.D., Yagola A.G. |
249-252 |
|
Solution of the inverse problem of self-diffusion in composite polymeric
systems in the presence of information given a priori
|
| Patrickeyev I.A., Mashnich G.P., Khlystova A.I., Zhang H. |
253-256 |
|
Correction of solar dopplergrams' large-scale flatfield
|
| Agayan A.V., Agayan G.M., Romanov S.Yu. |
257-261 |
|
A method of red-eye effect recognition in digital photography
|
| Morozov P.E., Khairullin M.Kh., Shamsiev M.N. |
262-268 |
|
Numerical solution of direct and inverse problems for fluid filtration
toward a horizontal well
|
| Volkov K.N. |
269-282 |
|
An implementation of the splitting scheme on staggered grids for computing
nonstationary flows of viscous incompressible fluid
|
| Kolos I.V., Kolos M.V. |
283-289 |
|
Approximate solution of a generalized boundary value problem
for hyperbolic-type equations with degeneracy
|
| Maikov A.R. |
290-303 |
|
On approximate open boundary conditions for the wave equation and the
Klein-Gordon equation
|
| Kargin A.V. |
304-314 |
|
Solution of the Stokes problem with parameter by the use of iteration of
boundary conditions
|