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Vestn. Samar. Gos. Tekhn. Univ., Ser. Fiz.-Mat. Nauki [J. Samara State Tech. Univ., Ser. Phys. Math. Sci.]:
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2013, Issue 3(32)  


An anniversary of the journal “Computer Optics”
E. I. Kolomiets
7

Differential Equations
On a problem with a displacement for a partial differential equation
A. V. Tarasenko
21
Boundary value problem for mixed type equation of the third order with periodic conditions
K. B. Sabitov, G. Yu. Udalova
29
Inverse problem for quazilinear partial integro-differential equations of higher order
T. K. Yuldashev, A. I. Seredkina
46

Mathematical Analysis
Construction of Mikusinski operational calculus based on the convolution algebra of distributions. The theorems and the beginning of use
I. L. Kogan
56

Mechanics of Solids
Method for nonlinear stochastic problem of creep solving for a plane taking into account damage of the material
N. N. Popov, O. Chernova
69
The stress-strain state of cylindrical sample from alloy D16T under axial tension and torsion creep
V. P. Radchenko, V. V. Tsvetkov
77
Description of creep rupture strength of tensile rod with rectangular and circular cross-section at high temperature air media
L. V. Fomin
87

Mathematical Modeling
Mathematical modelling of mass-transfer under the evaporation of multicomponent liquids
A. Yu. Shuplyak, S. P. Shkaruppa, A. M. Shterenberg
98
On one class of analytic solutions of the stationary axisymmetric convection Bénard–Marangoni viscous incompressible fluid
S. N. Aristov, E. Yu. Prosviryakov
110
Medical-and-biological aspects of laser influence
D. M. Gureev
119
Bilayer mathematical model of human femur neck for research of the stress state after reinforcement with different designs of implants
A. V. Nekhozhin
129

Solid State Physics
Peculiarities of penetration of high velocity macroscopic particles in metallic target
S. Yu. Ganigin, V. V. Kalashnikov, P. K. Kondratenko, M. V. Nenashev, A. Yu. Samarin
136

Theoretical Physics
Before getting around to do black hole physics...
V. A. Berezin
147

Short Communication
Differential Equations
On a boundary value problem for mixed type equation with nonlocal initial conditions in the rectangle
S. V. Kirichenko
185
Mathematical Modelling
Mathematical modeling of the conservation of populations
O. S. Afanas'eva, G. F. Egorova, L. V. Kaidalova
190
Вестник Самарского государственного технического университета. Серия: Физико-математические науки
 
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