On representations of the group of order two over local factorial rings in the weakly modular case

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Title:	On representations of the group of order two over local factorial rings in the weakly modular case
Authors:	Bondarenko Vitaliy Stoika Myroslav Sztojka Miroszláv Бондаренко Віталій Стойка Мирослав
Keywords:	free algebra;factorial ring;maximal ideal;perfect representation;wild group;szabad algebra;faktoriális gyűrű;maximális ideális;tökéletes reprezentáció;vad csoport;вільна алгебра;факторіальне кільце;максимальний ідеал;досконале зображення;дика група
Issue Date:	2017
Publisher:	Луганський національний університет імені Тараса Шевченка
Type:	dc.type.researchArticle
Citation:	Vitaliy M. Bondarenko, Myroslav V. Stoika: On representations of the group of order two over local factorial rings in the weakly modular case. In Algebra and Discrete Mathematics. 2017. Volume 23., Number 1. pp. 7-15.
Series/Report no.:	;Volume 23., Number 1.
Abstract:	Abstract. We study representations of the group of order 2 over local factorial rings of characteristic not 2 with residue field of characteristic 2. The main results are related to a sufficient condition of wildness of groups.
URI:	http://dspace.kmf.uz.ua:8080/jspui/handle/123456789/1213
ISSN:	1726-3255
metadata.dc.rights.uri:	http://creativecommons.org/licenses/by-nc-nd/3.0/us/
Appears in Collections:	Sztojka Miroszláv

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