On Pierce problem for reduced p-groups V. M. Misyakov
Material type:
ArticleContent type: Текст Media type: электронный Subject(s): абелевы группы | Джекобсона радикал | кольца эндоморфизмов | Пирса проблемаGenre/Form: статьи в журналах Online resources: Click here to access online
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Russian mathematics Vol. 62, № 10. P. 47-50Abstract: One of the problems in the study of Abelian groups and their endomorphism rings is the problem of constructing an appropriate structural theory. The structural theorems obtained for Abelian groups and their endomorphism rings allowto reduce the study of complex objects to simpler ones. A radical is one of the tools possessing this property. In this paper, we describe the Jacobson radical of the endomorphism rings of reduced p-groups from some class, which is a solution to the Pierce problem for this class of groups.
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One of the problems in the study of Abelian groups and their endomorphism rings is the problem of constructing an appropriate structural theory. The structural theorems obtained for Abelian groups and their endomorphism rings allowto reduce the study of complex objects to simpler ones. A radical is one of the tools possessing this property. In this paper, we describe the Jacobson radical of the endomorphism rings of reduced p-groups from some class, which is a solution to the Pierce problem for this class of groups.
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