¹ |
Contents |
Pages |
MATHEMATICS |
1 |
Honda formal group in unramified p-extension of
local field as Galois module
Hakobyan T.L., Vostokov S.V. |
541-548 |
2 |
The problem of selfish parking
Ananjevskii S.M., Kryukov N.A. |
549-555 |
3 |
Two-dimensional homogeneous cubic systems:
classification and normal forms — V
Basov V.V., Chermnykh A.S. |
556-571 |
4 |
To the history of Saint-Petersburg school of
Probability and Statistics. III. Functional distributions, stochastic geometry and extrema
Borodin A.N., Davydov Yu.A., Nevzorov V.B. |
572-596 |
5 |
The synthesis of stabilization control by output for certain
class of continuous and pulse modulated undefined systems
Zuber I.E., Gelig A.Kh. |
597-605 |
6 |
An estimate for the number of periodical
trajectories of the given period
for a mapping of an interval, Lucas numbers, and necklaces
Ivanov O.A. |
606-613 |
7 |
Connection of the Bottcher equation with the parametrized
Poisson integral
Kalnitsky V.S., Petrov A.N. |
614-622 |
8 |
Examples of the best piecewise linear
approximation with free nodes
Malozemov V.N., Tamasyan G.Sh. |
623-630 |
9 |
One property of bounded complexes of discrete
Fp[π]-modules
Podkopaev O.B. |
631-636 |
10 |
Inverse shadowing in actions of Baumslag—Solitar group
Fadeev A.V. |
637-644 |
11 |
A method for finding the optimal
solution of a differential inclusion
Fominyh A.V. |
645-657 |
MECHANICS |
12 |
Specificity of the Darboux mechanism rectilinear motion
Burian S.N. |
658-669 |
13 |
Existence of liouvillian solutions in the problem of
motion of a dynamically symmetric ball on a perfectly rough sphere
Kuleshov A.S., Katasonova V.A. |
670-677 |
14 |
Energy dissipation during vibrations of
non-uniform composite structures. 2. Method of solution
Parshina L.V., Ryabov V.M., Yartsev B.A. |
678-688 |
15 |
Modeling of energy characteristics of atmospheric
boundary layer
Solovev S.Yu., Khrapunov E.F. |
689-700 |
CHRONICLE |
16 |
In memoriam of Gennadii Alekseevich Leonov
|
701-704 |
17 |
In memoriam of Veniamin Vladimirovich Vityazev
|
705-706 |
18 |
About book “Mathematical Petersburg”
|
707-708 |