Journal Nonlinear World №4 for 2024 year
Minsky regimes in two-dimensional dynamic models

V.B. Gisin1

1 Financial University under the Government of the Russian Federation (Moscow, Russia)
1 vgisin@fa.ru

7-19
Classical optimization methods for automated placement of objects on the territory of an industrial enterprise

G.O. Vorontsov1, A. V. Kovalenko2, A.V. Ovsyannikova3

1, 2 Kuban State University (Krasnodar, Russia)
3 Financial University under the Government of the Russian Federation (Moscow, Russia)
1 vorontsovgo95@gmail.com, 2savanna-05@mail.ru, 3avovsyannikova@fa.ru

20-27
Modeling of economic optimization criteria for feeding management

P.B. Lukyanov1

1 Financial University under the Government of the Russian Federation (Moscow, Russia)
1 plukjanov@fa.ru

28-35
The study of the dynamics of socially significant diseases and their connection with the socio-economic development of the regions of the Russian Federation

L.R. Borisova1, I.S. Sedykh2, M.B. Khripunova3

1 Financial University under the Government of the Russian Federation (Moscow, Russia)
1 lrborisova@fa.ru, 2 isedih@fa.ru, 3 mbkhripunova@fa.ru

36-45
Ideas of Vernadsky-Chardin-Leroy and Tsiolkovsky on the further evolution of humanity as the basis of a global project

A.I. Bogomolov1, V.P. Nevezhin2

1,2 Financial University under the Government of the Russian Federation (Moscow, Russia)
 1 AIBogomolov@fa.ru, 2VPNevezhin@fa.ru

46-55
Heterophily and homophily in graphs: AMUD-ADPA model analy-sis on the MOOC dataset

A.M. Poykalaynen1, R.A. Kochkarov2

1,2 Financial University under the Government of the Russian Federation (Moscow, Russia)
1 ampojkalajnen@fa.ru, 2 rkochkarov@fa.ru

56-62
The use of machine learning in the task of conducting automotive examinations

S.Ia. Krivolapov1, E.D. Solovyov2

1,2 Financial University under the Government of the Russian Federation (Moscow, Russia)
1skrivolapov@fa.ru, 2solzhen@inbox.ru

63-69
Modeling of trajectory movement towards a goal under uncertainty

I.V. Trundaev1

1 Financial University under the Government of the Russian Federation (Moscow, Russia)
1 ivan_t98@mail.ru

70-79
Implementing Arcface model training using parallel methods

D.Yu. Romanyuta1, A. V. Kovalenko2, A. V. Ovsyannikova3

1,2 Kuban State University (Krasnodar, Russia)
3 Financial University under the Government of the Russian Federation (Moscow, Russia)
1 dm.romanyuta@yandex.ru, 2 savanna-05@mail.ru, 3anna_ovsyannikov@bk.ru

80-85
Development of an intelligent system for analyzing microscopy of nanocomposites using federated machine learning methods

S.A. Korchagin1

1 Financial University under the Government of the Russian Federation (Moscow, Russia)
1 sakorchagin@fa.ru

86-93
Information society of things: prospects and threats

A.I. Bogomolov1, V.P. Nevezhin2

1 Financial University under the Government of the Russian Federation (Moscow, Russia)
1AIBogomolov@fa.ru, 2VPNevezhin@fa.ru

94-101
The impact of text preprocessing methods on the efficiency of machine learning models for employee loyalty analysis

G.N. Zholobova1, E.D. Sinitsyna2

1,2 Financial University under the Government of the Russian Federation (Moscow, Russia)
1 gnzholobova@fa.ru, 2 221766@edu.fa.ru

102-107
Time series stationarity and securities portfolio optimization

M.V. Dobrina1, V.К. Kaverina2

1,2 Financial University under the Government of the Russian Federation (Moscow, Russia)
1 MVDobrina@fa.ru; dobrina_mv@mail.ru, 2 vkkaverina@fa.ru

108-112
Optimization of the static model of in-kind trade using nonlinear programming and game theory

N.V. Grineva1, A.M.Moiseenko2

1 Financial University under the Government of the Russian Federation (Moscow, Russia)
2 Russian Academy of National Economy and Public Administration under the President of the Russian
 Federation (Moscow, Russia)
1ngrineva@fa.ru, 2alex7and7er@gmail.com

113-121
Model of the influence of adverse weather conditions on the congestion of the transport network

R.S. Ekhlakov1, V.A. Sudakov2

1 Financial University under the Government of the Russian Federation (Moscow, Russia)
2 Institute of Applied Mathematics n. a. M.V. Keldysh RAS (Moscow, Russia)
1 rsekhlakov@fa.ru, 2 vasudakov@fa.ru

122-128
Nonlinear Schrodinger equation in a model for estimating and compensating the influence of thermal processes on the amplitude-phase distribution

A.S. Zakharov1, A.M. Savchuk2, V.V. Morozov3, D.A. Zvonarev4

1 Lomonosov Moscow State University (Moscow, Russia)
2 Yaroslavl State Agricultural Academy (Yaroslavl, Russia)
3 Tula State University (Tula, Russia)
1 zakharov.as17@physics.msu.ru, 2 savchuk@cosmos.msu.ru, 4zvonarev@cz71.ru

129-136