K.S.Efimov A.A.Makhnev M.Kuzucuo˘ glu D.V. Lytkina V.D.Mazurov M.Shahryari CONTENTS Automorphisms of the AT4(6,6,3)graph and its Strongly-regular Graphs 271–280 Centralizers of Finite p-Subgroups in Simple Locally Finite Groups 281–286 Characterizations of Simple Linear Groups in the Class of Periodic Groups 287–292 Algebraic Sets with Fully Characteristic Radicals 293–297 A.N. Shevlyakov Equationally Extremal Semilattices 298–304 G.I. Botirov Anisotropic Ising Model with Countable Set of Spin Values on Cayley Tree 305–309 S.V.Chebotarev On the Limit Distribution of Sums of Real Random Variables 310–313 M.A.Nechaev P.S.Petrenko Limit Halbach Figure 314–319 Differential Controllability of Linear Systems of Differential-algebraic Equations 320–329 Редакторы: В. <...> Goldenok Construction of Series of Perfect Lattices by Layer Superposition 353-361 Set functions and protect probability distributions of finite random sets 362-371 On algebraic approach of R. Wille and B.Ganter in the investigation of texts 372-384 On Local Solvability of the System of the Equations of One Dimensional Motion of Magma 385-395 Journal of Siberian Federal University. <...> Given a vertex a in a graph Γ, we denote by Γi(a) the subgraph induced by Γ on the set of all vertices, that are at a distance i from a. <...> The subgraph [a] = Γ1(a) is called the neighbourhood of the vertex a. <...> Graph Γ is called locally F-graph, if [a] lies in F for each vertex a of graph Γ. <...> Number of verices in neighbourhood of vertex is called degree of a vertex. <...> If element g induces a nontrivial automorphism of the graph ¯ Ω is a n-clique, l-coclique or contains geodesic 2-path; Ω is a l-coclique or contains geodesic 2-path. Ω contains geodesic 2-path. α1(g) = 210s + 180 or n = 9, ¯ α1(g) = 294t+84. <...> Mathematics & Physics 2017, 10(3), 281–286 УДК 512 Centralizers of Finite p-Subgroups in Simple Locally Finite Groups Mahmut Kuzucuo˘ Department of Mathematics glu∗ Middle East Technical University Ankara, 06531 Turkey Received 26.10.2016, received in revised form 06.12.2016, accepted 08.03.2017 We are interested in the following questions of B. Hartley: (1) Is <...>
Журнал_Сибирского_федерального_университета._Математика_и_физика._Journal_of_Siberian_Federal_University,_Mathematics_&_Physics_№3_2017.pdf
Журнал Сибирского федерального университета
Journal of Siberian Federal University
Математика и Физика
Mathematics & Physics
Редакционный совет:
академик РАН
Е.А. Ваганов
академик РАН
И.И. Гительзон
академик РАН
А.Г. Дегерменджи
академик РАН
В.Ф. Шабанов
чл.-корр. РАН,
д-р физ.-мат. наук
В.В. Зуев
чл.-корр. РАН,
д-р физ.-мат. наук
В.Л. Миронов
чл.-корр. РАН,
д-р техн. наук
Г.Л. Пашков
чл.-корр. РАН,
д-р физ.-мат. наук
В.В. Шайдуров
Editorial Advisory Board
Chairman:
Eugene A. Vaganov
Members:
Josef J. Gitelzon
Vasily F. Shabanov
Andrey G. Degermendzhy
Vladimir V. Zuev
Valery L. Mironov
Gennady L. Pashkov
Vladimir V. Shaidurov
Свидетельство
о регистрации СМИ
ПИ № ФС77 - 28724
от 29.06.2007 г.
K.S.Efimov
A.A.Makhnev
M.Kuzucuo˘
glu
D.V. Lytkina
V.D.Mazurov
M.Shahryari
CONTENTS
Automorphisms of the AT4(6,6,3)graph
and its Strongly-regular Graphs
271–280
Centralizers of Finite p-Subgroups in Simple
Locally Finite Groups
281–286
Characterizations of Simple Linear Groups
in the Class of Periodic Groups
287–292
Algebraic Sets with Fully Characteristic
Radicals
293–297
A.N. Shevlyakov Equationally Extremal Semilattices
298–304
G.I. Botirov
Anisotropic Ising Model with Countable
Set of Spin Values on Cayley Tree
305–309
S.V.Chebotarev On the Limit Distribution of Sums of Real
Random Variables
310–313
M.A.Nechaev
P.S.Petrenko
Limit Halbach Figure
314–319
Differential Controllability of Linear Systems
of Differential-algebraic Equations
320–329
Редакторы: В.Е. Зализняк, А.В.Щуплев
Компьютерная верстка: Г.В.Хрусталева
Подписано в печать 14.08.17 г. Формат 84×108/16. Усл.печ. л. 12,1.
Уч.-изд. л. 12,0. Бумага тип. Печать офсетная.
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Отпечатано ПЦ БИК СФУ. 660041 Красноярск, пр. Свободный, 82.
2017 10(3)
Стр.1
Editorial Board:
Editor-in-Chief :
Michail I. Gladyshev
Founding Editor:
Vladimir I. Kolmakov
Managing Editor:
Olga F. Aleksandrova
Subject Editor for
Mathematics & Physics:
Prof. Alexander M. Kytmanov
(SibFU, Krasnoyarsk, Russia)
Consulting Editors
Mathematics & Physics:
Prof. Lev Aizenberg
(Bar-Ilan Univ., Tel-Aviv, Israel)
Prof. Viktor K. Andreev
(ICM, Krasnoyarsk, Russia)
Prof. Alexander M. Baranov
(KSP Univ., Krasnoyarsk, Russia)
Prof. Yury Ya. Belov
(SibFU, Krasnoyarsk, Russia)
Prof. Sergey S. Goncharov
(IM, Novosibirsk, Russia)
Prof. Ari Laptev
(KTH, Stockholm, Sweden)
Prof. Vladimir M. Levchuk
(SibFU, Krasnoyarsk, Russia)
Prof. Yury Yu. Loginov
(SibSASU, Krasnoyarsk, Russia)
Prof. Mikhail V. Noskov
(SibFU, Krasnoyarsk, Russia)
Prof. Sergey G. Ovchinnikov
(IPh., Krasnoyarsk, Russia)
Prof. Gennady S. Patrin
(SibFU, Krasnoyarsk)
Prof. Azimbay Sadullaev
(NUUz., Tashkent, Uzbekistan)
Prof. Nikolai Tarkhanov
(Potsdam Univ., Germany)
Prof. Avgust K. Tsikh
(SibFU, Krasnoyarsk, Russia)
Prof. Valery V. Val’kov
(IPh., Krasnoyarsk, Russia)
Prof. Yury V. Zakharov
(SibSTU, Krasnoyarsk, Russia)
V.V.Bykova
C.M.Mongush
A.A.Papin
M.A.Tokareva
F.F. Asadullin
S.M.Poleshchikov
D.A. Pleshev
L.N.Kotov
V.V. Vlasov
V.G. Shavrov
V.I. Shcheglov
V.A.Kashurnikov
A.V. Krasavin
Y.V.Zhumagulov
A.V. Senashov
Nonlinear Magnetoelastic Dynamics of
the Ferrite Plate
330-333
Asymptotically Exact Method for Calculation
of Density of States in HTSC
334-338
On Convergence of Mellin-Barnes Integrals
Representing Solutions of General
Algebraic Systems of 3 Equations with
3 Variables
339–344
G.M.Sevastyanov Densification of a Viscous Porous Layer
with Consideration for Elastic Effects
345-352
S.B.Vasiliev
N.Tarkhanov
N.A. Lukyanova
D.V.Semenova
E.Е. Goldenok
Construction of Series of Perfect Lattices
by Layer Superposition
353-361
Set functions and protect probability
distributions of finite random sets
362-371
On algebraic approach of R. Wille and
B.Ganter in the investigation of texts
372-384
On Local Solvability of the System of the
Equations of One Dimensional Motion of
Magma
385-395
Стр.2