RELATIONS AMONG THE INVARIANTS OF TOPOLOGICAL GROUPS AND THEIR SUBSPACES

@inproceedings{Arkhangelskii1980RELATIONSAT,
  title={RELATIONS AMONG THE INVARIANTS OF TOPOLOGICAL GROUPS AND THEIR SUBSPACES},
  author={Alexander Vladimirovich Arkhangel'skii},
  year={1980}
}
In this paper we study topological properties of topological groups and, first of all, cardinal invariants of topological groups. Many of the relevant questions are subsumed under the following general scheme: how does the compatibility of the topology with the group structure reflect on the relations among the invariants of this topology? We use the notation and terminology of [4]. Cardinal invariants of a topological group are understood to mean those of its underlying space, which is assumed… CONTINUE READING