Maximally almost periodic groups and varieties of topological groups
Locally compact groups and β-varieties of topological groups
On Lie groups in varieties of topological groups
Varieties of topological groups, Lie groups and SIN-groups
In this paper we answer three open problems on varieties of topological groups by invoking Lie group theory. We also reprove in the present context that locally compact groups with arbitrarily small invariant identity neighborhoods can be approximated by Lie groups
A Topological Group Characterization of Those Locally Convex Spaces Having Their Weak Topology.
Local compactness and local invariance of free products of topological groups
Just-non-singly generated varieties of locally convex spaces
On varieties of topological groups generated by solvable groups
Lie groups in varieties of topological groups
Free products of Lie groups
Varieties of topological groups generated by solvable and nilpotent groups
Varieties of topological groups a survey
Varieties of topological groups generated by maximally almost periodic groups
The variety of topological groups generated by the free topological group on [0,1]
Free Compact Abelian Groups
Remarks on Varieties of Topological Groups
The Schauder-Tychonoff Fixed Point Theorem and Applications
Identifying and distinguishing various varieties of abelian topological groups
A variety of topological groups is a class of (not necessarily Hausdorff) topological groups closed under the operations of forming subgroups, quotient groups and arbitrary products. The variety of topological groups generated by a class of topological groups is the smallest variety containing the class. In this paper methods are presented to distinguish a number of significant varieties of abelian topological groups, including the varieties generated by (i) the class of all locally compact abelian...
Embeddings in contractible or compact objects
On the homeomorphic measure property
Page 1 Next