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Journal of Samara State Technical University, Ser. Physical and Mathematical Sciences
Tome 20 (2016)
no. 4
Précédent
Suivant
Sommaire
Standard model alignment Higgs boson scenarios in nonminimal supersymmetry
M. V. Dolgopolov
;
A. V. Gurskaya
p. 581-588
The nonlocal problem for a~hyperbolic equation with Bessel operator in~a~rectangular domain
N. V. Zaitseva
p. 589-602
An approximate group classification of a perturbed subdiffusion equation
S. Yu. Lukashchuk
p. 603-619
Necessary optimality conditions of the second oder in~a~stochastic optimal control problem with delay argument
R. O. Mastaliev
p. 620-635
On a problem for mixed type equation with partial Riemann--Liouville fractional derivative
O. A. Repin
;
A. V. Tarasenko
p. 636-643
An ordinary integro-differential equation with~a~degenerate kernel and an integral condition
T. K. Yuldashev
p. 644-655
Application of the energy-based criterion to the simulation of the fracture of the steel structures
A. A. Kostina
;
O. A. Plekhov
;
B. Venkatraman
p. 656-674
Effect of anisotropy of surface plastic hardening on formation of residual stresses in cylindrical samples with semicircular notch
V. P. Radchenko
;
A. Yu. Kurov
p. 675-690
The use of linear fractional analogues of rheological models in the problem of~approximating the experimental data
L. G. Ungarova
p. 691-706
Mathematical simulation for strain-stress state of optical telescope stable-size composite elements
V. E. Bitkin
;
O. G. Zhidkova
;
A. V. Denisov
;
A. V. Borodavin
;
D. V. Mityushkina
;
A. V. Rodionov
;
A. S. Nonin
p. 707-729
On a computer implementation of the block Gauss--Seidel method
A. I. Zhdanov
;
E. Yu. Bogdanova
p. 730-738
The quasi-one-dimensional hyperbolic model of~hydraulic fracturing
A. M. Il'yasov
;
G. T. Bulgakova
p. 739-754
Method of searching for global extremum of a continuous function on a simplex
M. Yu. Livshits
;
A. P. Sizikov
p. 755-768