|
PHYSICS
|
|
Gravitational defect of massive ball N. A. Akhramenko
|
7 |
|
Generalized asymmetric of Bessel–Gaussian beams of the continuous order S. S. Girgel
|
10 |
|
Relativistic bound $s$-states problem for superposition of two potentials «$\delta$-sphere» type Yu. A. Grishechkin, V. N. Kapshai, M. S. Danilchenko
|
15 |
|
Modeling of dielectric gratings to control the redistribution of energy in the spectrum of the scattered microwave optical and electromagnetic fields L. A. Kalosha, L. S. Gaida, V. N. Komar, D. V. Zaerko
|
20 |
|
Influence of carbide-forming metals nature on the phase composition and structure of alloyed carbon coatings A. S. Rudenkov, A. V. Rogachev, D. G. Piliptsov, Xiaohong Jiang, N. N. Fedosenko
|
24 |
|
|
MATHEMATICS
|
|
Intersections of maximal subgroups in a finite group in connection with the local formations and a generally abnormally full subgroup $m$-functor L. M. Belokon
|
31 |
|
Finite groups whose $n$-maximal subgroups are generalized $S$-quasinormal Bin Hu, Jianhong Huang, A. N. Skiba
|
40 |
|
A criterion for a finite group to belong a saturated formation I. M. Dergacheva, I. P. Shabalina, E. A. Zadorozhnyuk
|
46 |
|
On existence and uniqueness of solutions of one complex stochastic differential system with delay S. P. Zhogal, S. I. Zhogal, A. V. Klimenko
|
50 |
|
Finite groups with given generalized maximal subgroups (review). II. From the maximal chains to the maximal pairs V. A. Kovaleva
|
55 |
|
On finite groups with generalized subnormal subgroups V. N. Semenchuk, M. V. Selkin, V. M. Selkin
|
66 |
|
Asymptotics of Hermite–Padé degenerate hypergeometric functions M. V. Sidortsov, A. A. Drapeza, A. P. Starovoitov
|
69 |
|
Open queueing network with quarantine node O. V. Yakubovich, Y. E. Letunovich, E. V. Evdokimovich
|
75 |
|
Forced vibrations of circular sandwich plates under local suddenly applied loads A. V. Yarovaya
|
78 |
|
|
INFORMATION SCIENCE
|
|
Multi-criterial routing of information flows N. I. Listopad, Yu. I. Vorotnitsky, V. V. Bortnovsky, A. A. Hayder
|
84 |
|
On the existence of binary $\mathrm{C}$-codes of length $N = 32$ with a predetermined value of PAPR of Walsh–Hadamard spectrum A. V. Sokolov, I. V. Tsevukh
|
91 |