On the minimal definitions of quasilocal Fitting classes

Please use this identifier to cite or link to this item: https://rep.vsu.by/handle/123456789/35829

Title:	On the minimal definitions of quasilocal Fitting classes
Authors:	Zhigovets, T.
Keywords:	quasilocal Fitting classes классы Фиттинга конечные группы
Issue Date:	2022
Publisher:	Витебск : ВГУ имени П. М. Машерова
Citation:	Zhigovets, T. On the minimal definitions of quasilocal Fitting classes / T. Zhigovets // The Youth of the 21st Century: Education, Science, Innovations : Proceedings of IX International Conference for Students, Postgraduates and Young Scientists, Vitebsk, December 9, 2022. – Vitebsk : VSU named after P. M. Masherov, 2022. – P. 29–30. – Bibliogr.: p. 30 (7 nam.).
Abstract:	Throughout this paper, all groups are finite. In the theory of classes of finite group, the idea of localization is fundamental. The main goal of this work is to generalize the notion of o-local Fitting classes and to study the structural properties of generalized quasilocal Fitting classes.
URI:	https://rep.vsu.by/handle/123456789/35829
ISBN:	978-985-517-981-9
Appears in Collections:	The Youth of the 21st Century: Education, Science, Innovations : Proceedings of IX International Conference for Students, Postgraduates and Young Scientists, Vitebsk, December 9, 2022. – Vitebsk : VSU named after P. M. Masherov, 2022. – 402 р.