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Matematičeskie zametki
Tome 63 (1998)
no. 2
Précédent
Suivant
Volume 63 (1998) no. 2
Sommaire
The algebraic structure of
$H$
-dissipative operators in a finite-dimensional space
T. Ya. Azizov
;
A. I. Barsukov
p. 163-169
Layer-projective lattices. I
V. A. Antonov
;
Yu. A. Nazyrova
p. 170-182
Dynamics of elementary maps of dendrites
M. I. Voinova
;
L. S. Efremova
p. 183-195
Strongly regular growth of entire functions of order zero
N. V. Zabolotskii
p. 196-208
Separately continuous selectors
Yu. E. Linke
p. 209-216
Estimates of the fractal and Hausdorff dimensions of sets invariant under multimappings
V. S. Mel'nik
p. 217-224
Decomposition of finite pseudometric spaces
M. É. Mikhailov
p. 225-234
Concerning the multiplicators of Fourier series in the trigonometric system
E. D. Nursultanov
p. 235-247
On free semigroups of automaton transformations
A. S. Oliinyk
p. 248-259
Classification up to cobordism of manifolds with simple action of
$\mathbb Z/p$
T. E. Panov
p. 260-268
Tychonoff property for linear groups
A. N. Starkov
p. 269-279
Functional solutions of the problem of discontinuity disintegration
V. A. Tupchiev
p. 280-288
On nearest and furthest points
V. S. Balaganskii
p. 289-291
Ramified coverings of nonorientable surfaces by orientable surfaces with prescribed boundary projection
G. G. Bilchenko
;
I. R. Kayumov
;
S. R. Nasyrov
;
M. F. Sadykov
p. 292-294
On Mazur's conjecture
V. A. Dem'yanenko
p. 294-296
The third boundary value problem for the Poisson equation
A. A. Kosmodem'yanskii
p. 296-298
Subspaces generated by wavelet systems
R. A. Lorentz
;
A. A. Sahakian
p. 299-302
Asymptotic behavior of spectral functions of the differential operators
$-y''-\varepsilon x^2y$
A. S. Pechentsov
;
A. Yu. Popov
p. 302-306
Joinings of the action of the group
$\operatorname{GL}(n,\mathbb Z)$
on the
$n$
-dimensional torus
A. A. Prikhod'ko
p. 306-308
A remark on the convergence of the parabola method
A. V. Khlyamkov
Intersection of a sequence of embedded closed sets in a Banach space
G. Z. Chelidze
p. 310-312
Colombeau generalized functions: A theory based on harmonic regularizations
V. M. Shelkovich
p. 313-316
An extremum problem for distribution functions
V. A. Yudin
p. 316-320