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Information × Registration Number 0213U000737, 0111U005264 , R & D reports Title Application of algebraic-geometric methods in group theory, semigroups, rings, representations theory to problems of applied algebra and data protection popup.stage_title Head Kirichenko Volodymyr Vasyljovych, Registration Date 13-03-2013 Organization Taras Shevchenko Kiev university popup.description2 New methods of representation theory is applied to the theory of rings, quivers, Lie algebras, groups automaton transformations, graph theory. We found sufficient conditions for isomorphism of quivers in terms of characteristic polynomials, a description of finite subalgebras for the Lie algebra of vector fields on the plane with rational coefficients, the existence of irreducible systems of generators for certain classes of groups of automorphisms of rooted trees. It is shown that the orbital graphs Schreyer for groups generated polynomial automaton, have sub exponential growth. Product Description popup.authors Білун С.В. Бабич В.М. Безущак О.О. Бондаренко Є.В. Ганюшкін О.Г. Головащук Н.С. Дрозд-Королева О.Ю. Журавльов В.М. Кириченко В.В. Лавренюк Я.В. Олійник А.С. Пєхтєрєв В.О. Петравчук А.П. Пришляк О.О. Хмельницький М.О. Циганівська І.М. popup.nrat_date 2020-04-02 Close
R & D report
Application of algebraic-geometric methods in group theory, semigroups, rings, representations theory to problems of applied algebra and data protection
Head: Kirichenko Volodymyr Vasyljovych. Application of algebraic-geometric methods in group theory, semigroups, rings, representations theory to problems of applied algebra and data protection. (popup.stage: ). Taras Shevchenko Kiev university. № 0213U000737
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Updated: 2026-03-27


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