Zobrazeno 1 - 6
of 6
pro vyhledávání: '"Sergei A. Dotsenko"'
Autor:
Nikolay G. Galkin, Dmitrii L. Goroshko, Ivan A. Tkachenko, Aleksey Yu. Samardak, Konstantin N. Galkin, Evgenii Yu. Subbotin, Sergei A. Dotsenko, Dmitry B. Migas, Anton K. Gutakovskii
Publikováno v:
Nanomaterials, Vol 12, Iss 20, p 3707 (2022)
In this study, the appearance of magnetic moments and ferromagnetism in nanostructures of non-magnetic materials based on silicon and transition metals (such as iron) was considered experimentally and theoretically. An analysis of the related literat
Externí odkaz:
https://doaj.org/article/e86f7c3615904b969dc1757de4d9f7a8
Publikováno v:
Genesis: исторические исследования. :27-40
The subject of the study is the dates of the founding of old-age settlements in the Maslyaninsky district of the Novosibirsk region. The goal set by the authors is to clarify the dates of the settlements. The relevance lies in solving the problem of
Autor:
Sergei Nikolaevich Dotsenko
Publikováno v:
Philological Class. 27:73-83
Autor:
Nikolay G. Galkin, Konstantin N. Galkin, Dmitrii L. Goroshko, Sergei A. Dotsenko, Oleg V. Kropachev, Igor M. Chernev, Evgenii Yu Subbotin, Aleksey Yu Alekseev, Dmitry B. Migas, Zsolt Fogarassy, Bela Pecz, Anton K. Gutakovskii
Publikováno v:
Japanese Journal of Applied Physics. 62:SD0803
Single-phase films of semiconductor and semimetallic calcium silicides (Ca2Si, CaSi, and CaSi2), as well as films with a significant contribution of Ca5Si3 and Ca14Si19 silicides, were grown on single-crystal silicon and sapphire substrates. The anal
Autor:
Sergei I. Dotsenko
Publikováno v:
Automation and Remote Control. 80:1734-1744
The knapsack problem with indivisible items as agents is considered. Each agent has certain weight and utility and wants to be in a knapsack. Such situation is treated as a cooperative game with transferable utility. A characteristic function of this
Autor:
Anna A. Ivashko, Sergei I. Dotsenko
Publikováno v:
Automation and Remote Control. 79:1722-1731
In this paper, we develop and study a game-theoretic model of mutual choice with two types of agents (groups) as follows. Each agent wants to make a couple with another agent from the opposite group. In contrast to classical best-choice models, two a