Zero-range potentials as an algorithm for solution of quantum scattering
problems
 Kreisman B.B., Batkhina N.V., Batkhin A.B. |
96-106 |
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An adaptive algorithm for continuation of families of symmetric periodic
solutions
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| Ryabov G.G. |
107-117 |
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Routing on lattice-cellular structures
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| Gor'kov Yu.P. |
118-123 |
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Representation of a solution to a boundary value problem in half-space for
the stationary equation of Brownian motion
|
| Kulikov S.V. and Ternovaia O.N. |
124-128 |
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Monte Carlo statistical simulation with a multiprocessor computer for the
process of forming a shock wave in a shock tube
|
| Volkov K.N. |
129-145 |
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Discretization of convective fluxes in Navier-Stokes equations
on the basis of high-resolution difference schemes
|
| Pickalov V.V. and Likhachev A.V. |
146-153 |
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Application of the Gerchberg-Papoulis method in Doppler tomography
|
| Pinyagina O.V. |
154-160 |
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A descent method along a gap function for nonsmooth monotone equilibrium
problems
|
| Chizhonkov E.V. |
161-169 |
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On projection operators for numerical stabilization
|
| Pickalov V.V. and Likhachev A.V. |
170-183 |
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A comparison of algorithms for spiral tomography
|
| Kurguzov V.D. |
184-196 |
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A momentless model of elastoplastic deformation and creep of thin layers
|
| Korobeinikov S.N., Khudyakov Yu.S., Shutov A.V. |
197-213 |
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A comparative analysis of protective arms of central Asian nomads with
the method of mathematical modeling
|
| Mukhametzyanov I.Z., Shaikhislamov A.S. |
214-218 |
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A simulation model of structurization in oil disperse systems
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| Tarnavsky G.A. and Tarnavsky A.G. |
219-228 |
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Shockwave structures in real gases: transition between shock
interactions of different types in nonuniqueness solution regions
|
| Demjanovich Yu.K. |
229-239 |
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Quasi-Hermitian splines of second order
|
| Kamzolkin D.V. |
240-251 |
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A numerical method for approximate calculation of the value function in the
optimal control problem with a terminal functional
|
| Dmitriev A.N. |
252-267 |
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Mathematical modeling of two-dimentional processes in a blast furnace
|
| Kolos I.V. and Kolos M.V. |
268-280 |
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Approximate solution of the generalized mixed boundary value problem
for parabolic- and hyperbolic-type equations
|
| Kochikov I.V., Kuramshina G.M., Stepanova A.V., Yagola A.G. |
281-290 |
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Numerical aspects of the calculation of scaling factors from experimental
data
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| юrtyushkova л.е., Sokoloff D.D. |
291-296 |
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Numerical modeling of conjugated point distribution along a geodesic with
random curvature
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