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Učënye zapiski Kazanskogo universiteta. Seriâ Fiziko-matematičeskie nauki
Tome 155 (2013)
no. 3
Précédent
Suivant
Uchenye Zapiski Kazanskogo Universiteta. Seriya Fiziko-Matematicheskie Nauki
Sommaire
Study of the atmospheric chemistry of normal and peculiar A–F-stars
O. A. Al-Hawi
;
I. F. Bikmaev
;
S. S. Melnikov
;
M. I. Bikmaeva
;
N. A. Sakhibullin
p. 5-11
Accuracy analysis of equivalent width measurements in the spectra of slowly rotating A–F-stars
I. F. Bikmaev
;
O. A. Al-Hawi
;
A. I. Galeev
;
V. M. Zalyalieva
p. 12-18
Lunar studies at Kazan university: trends, results and prospects. I. Physical libration
N. K. Petrova
;
Yu. A. Nefedev
;
S. A. Demin
;
A. V. Gusev
p. 19-35
Numerical modeling of the propagation of decimeter radio waves in the troposphere using the WRF (Version 3.5) model and a ray tracing method
K. V. Skobeltsyn
;
G. M. Teptin
p. 36-45
Continuous real-time recognition of basic gestures using hidden Markov models
E. M. Krasilnikov
p. 46-52
Deposition of charged aerosol particles under the action of image and space charge forces
T. Sh. Zaripov
p. 53-62
A plane consolidation problem with discontinuous initial conditions
F. M. Kadyrov
p. 63-70
Solving of three-phase flow equations with hydrodynamically imperfect wells on heterogeneous computing systems
A. V. Tsepaev
p. 71-79
Algorithmic independence of natural relations on computable linear orders
R. I. Bikmukhametov
p. 80-90
Computation of the minimal eigenvalue for a nonlinear Sturm–Liouville problem
V. S. Zheltukhin
;
S. I. Solov'ev
;
P. S. Solov'ev
;
V. Yu. Chebakova
p. 91-104
Investigation of solvability of the nonlinear equilibrium problem of a shallow unfixed shell
M. M. Karchevsky
p. 105-110
Accuracy of constants in logarithmic Hardy-type inequalities in open multidimensional domains
R. G. Nasibullin
p. 111-125
Study of the sound insulation properties of an absolutely rigid plate placed on deformable supporting elements between two obstacles
V. N. Paimushin
;
R. K. Gazizullin
p. 126-141
Solving the linear Rossby equation in a finite domain
A. A. Svidlov
p. 142-149
A method of constructing 2D
$4$
-node and 3D
$8$
-node finite elements for solving elasticity problems
D. T. Chekmarev
p. 150-158