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Matematičeskie zametki
Tome 83 (2008)
no. 5
Précédent
Suivant
Volume 83 (2008) no. 5
Sommaire
Approximation Properties of Sums of the Form
$\sum_k\lambda_kh(\lambda_k z)$
V. I. Danchenko
p. 643-649
On Function Classes in
$P_3$
Precomplete with Respect to a Strengthened Closure Operator
A. A. Esin
p. 650-660
Structural Properties in Classes of Holomorphic Functions on the Half-Plane
D. A. Efimov
p. 661-666
Parabolicity of a Quasihydrodynamic System of Equations and the Stability of its Small Perturbations
A. A. Zlotnik
p. 667-682
Dyadic Nikolskii--Besov Spaces and Their Relationship to Classical Spaces
I. P. Irodova
p. 683-695
Estimates for a Group of
$\varphi$
Deviations and the Strong Summability of Taylor Series of Functions of Class
$A^\psi H_\infty(D)$
R. A. Lasuriya
p. 696-704
Wazewski's Method for Nonlinear Evolution Equations
S. G. Lobanov
p. 705-714
On Analytic Multifunctions
A. S. Sadullaev
p. 715-721
Convergence of Biorthogonal Series in the System of Contractions and Translations of Functions in the Spaces
P. A. Terekhin
p. 722-740
Unconditional Convergence of Fourier Expansions in Systems of Product Bases in Orlicz Spaces
G. E. Tkebuchava
;
K. Finet
p. 741-751
More on Planar Point Subsets with a Specified Number of Interior Points
Wei Xiang Lin
;
Ding Ren
p. 752-756
A Property of the Curvature and Torsion of a Regular Family of Curves in~
$E^n$
M. G. Szajewska
p. 757-762
Representation of Harmonic Functions as Potentials and the Cauchy Problem
Sh. Yarmukhamedov
p. 763-778
On Solutions of the Schlesinger Equation in the Neigborhood of the Malgrange
$\Theta$
-Divisor
R. R. Gontsov
p. 779-782
On an Analog of de Leeuw and Mirkil Theorem for Operators with Variable Coeficients
D. V. Lymanskyi
;
M. M. Malamud
p. 783-786
Solution of the Gibbs Paradox in the Framework of Classical Mechanics (Statistical Physics) and Chrystalizations of the Gas
$C_{60}$
V. P. Maslov
p. 787-791
Self-Joinings of Commutative Actions with Invariant Measure
V. V. Ryzhikov
p. 792-795
System of Linear Differential Equations with Degeneracy at a Point
N. I. Shkil'
;
G. V. Zavizion
p. 796-800