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Vestnik Ûžno-Uralʹskogo gosudarstvennogo universiteta. Seriâ, Matematičeskoe modelirovanie i programmirovanie
Tome 11 (2018)
no. 1
Précédent
Suivant
Tome 11 (2018) no. 1
Sommaire
The Cauchy problem for the Sobolev type equation of higher order
A. A. Zamyshlyaeva
;
E. V. Bychkov
p. 5-14
Relay races along a pair of selectable routes
E. V. Larkin
;
A. V. Bogomolov
;
A. N. Privalov
;
N. N. Dobrovolsky
p. 15-26
Optimization of training modules choice during multipurpose training of specialists
V. V. Menshikh
;
E. N. Sereda
p. 27-34
Stable identification of linear autoregressive model with exogenous variables on the basis of the generalized least absolute deviation method
A. V. Panyukov
;
Ya. A. Mezaal
p. 35-43
Inverse problems for mathematical models of quasistationary electromagnetic waves in anisotropic nonmetallic media with dispersion
S. G. Pyatkov
;
S. N. Shergin
p. 44-59
Solving a routing problem with the aid of an independent computations scheme
A. G. Chentsov
;
A. M. Grigoryev
;
A. A. Chentsov
p. 60-74
Algorithm of effective transportation work for cargo traffic
M. V. Buyanov
;
A. I. Kibzun
p. 75-83
Software TeDy for thermodynamical modelling
I. V. Peshkichev
;
I. R. Makeyeva
;
O. V. Shults
;
V. Yu. Pugachev
;
V. G. Dubosarskiy
;
A. E. Paukova
;
O. V. Kuznetsova
;
L. N. Darina
;
A. A. Bochkareva
p. 84-94
New approximate method for solving the Stokes problem in a domain with corner singularity
V. A. Rukavishnikov
;
A. V. Rukavishnikov
p. 95-108
Efficiency analysis of photogrammetric system by simulation modelling
S. A. Tushev
;
B. M. Sukhovilov
p. 109-123
New features of parallel implementation of
$N$
-body problems on GPU
S. S. Khrapov
;
S. A. Khoperskov
;
A. V. Khoperskov
p. 124-136
Features of the boundary conditions in the modelling mesh designs anizogridnyh
T. V. Burnysheva
;
O. A. Shteinbreher
;
A. D. Ulyanov
p. 137-144
A numerical method of solving the coefficient inverse problem for the nonlinear equation of diffusion-reaction
Kh. M. Gamzaev
p. 145-151
Approximation of the solution set for a system of nonlinear inequalities for modelling a one-dimensional chaotic process
A. S. Sheludko
p. 152-157