RO EN
Embedding of a topological group as a quasicomponent into another group in a variety of abelian groups. (Russian)
Authors: Yunusov A. S.
Abstract
Let $\Cal M$ be a variety of Abelian group, $\tau$ be a transfinite number $\ge 1$. Then for any topological group $(C, \Cal T)$, where $C\in \Cal M$, there exists a topological group $(C',\Cal T')$, where $C'\in \Cal M$,which contains $(C,\Cal T)$ as quasi-component of the rank $\tau$.Institutul Pedagogic de Stat din Taschent în numele lui Nizami
str. Pedagoghicescaia, 103, Taschent, 700064, Uzbechistan
str. Pedagoghicescaia, 103, Taschent, 700064, Uzbechistan
Contents
- Global attractors of infinite-dimensional dynamical systems. III. (Russian)
- Bounded semidirect products of topological algebras. (Romanian)
- Topological rings with linearly compact open subrings. (English)
- Two-dimensional point groups of hypercrystallographic $P$-symmetries and their multidimensional applications. (Russian)
- On the convexity of an objective function in some optimization problems on a tree. (Romanian)
- Bounded subsets in some topological rings. (English)
- Torsion theories and dualities in Morita contexts. (English)
- Complete quadratic systems with a dicritical node. (Russian)
- On the number and types of basis comitants of a differential system with fourth-order homogeneous right-hand sides. (Russian)
- On properties, asymptotic with respect to extension, of points of topological transformation semigroups. (Russian)
- The repartition of multiplicity between four infinite singular points of cubic differential system. (English)
- Embedding of a topological group as a quasicomponent into another group in a variety of abelian groups. (Russian)
- Finiteness of eigenvalues of self-adjoint integro-differential operators. (English)
- Affine invariant conditions for topologically distinguishing quadratic systems without finite critical points. (English)
