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Vol. 45 No. 3 (1993)
Vol. 45 No. 3 (1993)
Published:
25.03.1993
Research articles
Description of bilateral ideals in a class of noncommutative rings. II
V. V. Bavula
307–312
PDF (Russian)
Springer
Tame and wild subspace problems
Р. Gabriel, L. A. Nazarova, A. V. Roiter, V. V. Sergeychuk, D. Vossieck
313–352
PDF
Springer
Analysis of complete integrability of a system inverse to the nonlinear Benney-Kaup system
I. S. Drobotskaya
353–360
PDF (Ukrainian)
Springer
The classical ruin problem on a finite solvable group
Yu. D. Zhdanova
361–366
PDF (Russian)
Springer
Approximation of
(
ˉ
ψ
,
ˉ
β
)
-differentiable periodic functions of many variables
P. V. Zaderei
367-377
PDF (Russian)
Springer
Category theorem on contingencies of hypersurfaces in Euclidean space
D. D. Ilmuradov
378–383
PDF (Ukrainian)
Springer
Spectral analysis of doubly
J
-nonexpanding operators
S. A. Kuzhel'
384–388
PDF (Russian)
Springer
On minimax filtration of vector processes
M. P. Moklyachuk
389–397
PDF (Russian)
Springer
On perturbation of semi-Noether operators in incomplete spaces. II
S. A. Plaksa
398–402
PDF (Russian)
Springer
Boundary-value problems for Helmholtz equations in an angular domain. I
Yu. K. Podlipenko
403–418
PDF (Russian)
Springer
Integrability of nonlinear dynamical systems and differential geometry structures
V. G. Samoilenko
419–427
PDF (Russian)
Springer
Short communications
Some Bernstein-type inequalities for trigonometric polynomials
V. F. Babenko, A. A. Ligun
428–430
PDF (Russian)
Springer
Existence of solutions of boundary-value problems corresponding to a certain difference equation in a Banach space
M. F. Gorodnii
431–435
PDF (Russian)
Springer
The Harish-Chandra theorem for the quantum algebra
u
q
(
sl
(
3
)
)
B. Z. Guzner
436–439
PDF (Russian)
Springer
On polynomial approximation of solutions of differential-operator equations
G. D. Orudzhev
440–442
PDF (Russian)
Springer
On solvability of variational inequalities with discontinuous semimonotone operators
V. N. Pavlenko
443–447
PDF (Russian)
Springer
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English
Українська
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