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Matematičeskie zametki
Tome 62 (1997)
no. 4
Précédent
Suivant
Volume 62 (1997) no. 4
Sommaire
A regularization method for evolutionary problems in mechanics of visco-plastic media
V. S. Klimov
p. 483-493
Singularly perturbed problems with double singularity
Yu. A. Konyaev
p. 494-501
Solvability of the vector problem by the linear criteria convolution algorithm
M. K. Kravtsov
;
O. A. Yanushkevich
p. 502-509
On the semigroup nilpotency and the Lie nilpotency of associative algebras
A. N. Krasilnikov
p. 510-519
On orientable real algebraic
$M$
-surfaces
V. A. Krasnov
p. 520-526
An exact estimate of the boundary behavior of functions from Hardy--Sobolev classes in the critical case
V. G. Krotov
p. 527-539
Generalized de Bruijn graphs
F. M. Malyshev
;
V. E. Tarakanov
p. 540-548
Singularities of embedding operators between symmetric function spaces on
$[0,1]$
S. Ya. Novikov
p. 549-563
Inequalities for sourcewise representable functions and their applications
R. Kh. Sadikova
p. 564-576
Characterization of generalized Chernikov groups among groups with involutions
V. I. Senashov
p. 577-587
Completely integrable nonlinear dynamical systems of the Langmuir chains type
V. N. Sorokin
p. 588-602
Asymptotics and weighted estimates of Meixner polynomials orthogonal on the grid
$\{0,\delta,2\delta,\dots\}$
I. I. Sharapudinov
p. 603-616
On the spectrum of a class of one-dimensional Schr\"odinger type operators with generalized potential
G. A. Aigunov
p. 617-619
Pseudo-skeleton approximations by matrices of maximal volume
S. A. Goreinov
;
N. L. Zamarashkin
;
E. E. Tyrtyshnikov
p. 619-623
On asymptotics of the Meixner polynomials
M. Sh. Dzhamalov
p. 624-625
Frobenius problem for three arguments
I. D. Kan
;
B. S. Stechkin
;
I. V. Sharkov
p. 626-629
An example of a nonconstant bianalytic function vanishing everywhere on a nowhere analytic boundary
M. Ya. Mazalov
p. 629-632
On a new variational principle for fermions
V. P. Maslov
p. 633-634
On the number of connected components of the space of trigonometric polynomials of degree
$n$
with
$2n$
different critical values
B. Z. Shapiro
p. 635-640