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NEAR ISOMORPHISM FOR COUNTABLE-RANK TORSION-FREE ABELIAN GROUPS
Journal of Mathematical Sciences. 2021. Vol. 259. No. 4. P. 394–402.
Благовещенская Е. А., Филимонов А. В., Трифонов А. Е.
Keywords: abelian groups
Благовещенская Е. А., Гарбарук В. В., Кузнецова И. В. et al., , in: IEEE International Conference on Electrical Engineering and Photonics (EExPolytech).: St. Petersburg: IEEE, 2021. P. 128–131.
Added: January 13, 2026
Loginov K., Zhang Z., Pinardin A., / Series arXiv "math". 2025.
We study finite abelian groups acting on three-dimensional rationally connected varieties. We concentrate on the groups of K3 type, that is, abelian extensions by a cyclic group of groups that faithfully act on a K3 surface. In particular, if a finite abelian group faithfully acts on a threefold preserving a K3 surface (with at worst ...
Added: September 27, 2025
Хрыстик М. А., Сибирские электронные математические известия 2024 Т. 21 № 2 С. 1132–1144
In this paper, the length of the group algebra of the direct product of a cyclic group and an elementary abelian p-group over a eld of characteristic p is calculated. ...
Added: December 11, 2024
Хрыстик М. А., Записки научных семинаров ПОМИ РАН 2023 Т. 524 С. 166–176
конечномерные алгебры, длина алгебры, групповые алгебры, абелевы группы, $p$-группы [finite-dimensional algebras, length of an algebra, group algebras, abelian groups, $p$-groups] ...
Added: November 29, 2023
Sergey Mikhailovich Dudakov, Mathematics 2022 Vol. 10 No. 3 Article 533
Let M be a commutative cancellative monoid with an element of infinite order. The binary operation can be extended to all finite subsets of M by the
pointwise definition. So, we can consider the theory of finite subsets of M. Earlier, we have proved the following result: in the theory of finite subsets of M elementary ...
Added: November 12, 2023
Zapryagaev A., Доклады Российской академии наук. Математика, информатика, процессы управления (ранее - Доклады Академии Наук. Математика) 2023 Т. 510 С. 3–7
Büchi arithmetics BAn, , are extensions of Presburger arithmetic with an unary functional symbol
denoting the largest power of n that divides x. Definability of a set in BAn is equivalent to its recognizability
by a finite automaton receiving numbers in their n-ary expansion. We consider the interpretations of Presburger
Arithmetic in the standard model of BAn and ...
Added: July 27, 2023
Semchankau A., Shabanov D. A., Shkredov I., European Journal of Combinatorics 2022 Vol. 100 Article 103453
The paper deals with a problem of Additive Combinatorics. Let G be a finite abelian group of order n. We investigate the number of subset triples (A,B,C) such that for any x from A, y from B, c from C x+y is not equal to z. We prove the tight estimate for this value. As ...
Added: October 26, 2021
Mayanskiy E., / Series math "arxiv.org". 2013. No. 5150.
We list all finite abelian groups which act effectively on smooth cubic fourfolds. ...
Added: November 19, 2013