Detail publikace

On the Weak Reflection Property

KOVÁR, M.

Originální název

On the Weak Reflection Property

Anglický název

On the Weak Reflection Property

Jazyk

en

Originální abstrakt

The problem, initially due to J. Rosick\' y and J. Ad\'amek, was partially solved by M. Hu\v sek. Assuming normality, M. Hu\v sek fully characterized the investigated spaces as spaces with a finite Wallman remainder. In this paper we prove that the assumption of normality may be omitted. On the other hand, we show that paracompactness and some other covering properties kill the weak reflectivity of a noncompact topological space in compact spaces.

Anglický abstrakt

The problem, initially due to J. Rosick\' y and J. Ad\'amek, was partially solved by M. Hu\v sek. Assuming normality, M. Hu\v sek fully characterized the investigated spaces as spaces with a finite Wallman remainder. In this paper we prove that the assumption of normality may be omitted. On the other hand, we show that paracompactness and some other covering properties kill the weak reflectivity of a noncompact topological space in compact spaces.

Dokumenty

BibTex


@inproceedings{BUT1088,
  author="Martin {Kovár}",
  title="On the Weak Reflection Property",
  annote="The problem, initially  due to J. Rosick\' y and J. Ad\'amek,
was partially solved by M. Hu\v sek. Assuming normality, M.
Hu\v sek fully characterized the investigated spaces as spaces with a
finite Wallman remainder. In this paper we prove that the assumption of
normality may be omitted. On the other hand, we show that paracompactness and
some other covering properties kill the weak reflectivity of a noncompact
topological space in compact spaces.",
  address="Vrije Universiteit Amsterdam",
  booktitle="Tenth Summer Conference on General Topology and Applications",
  chapter="1088",
  institution="Vrije Universiteit Amsterdam",
  year="1994",
  month="january",
  pages="95",
  publisher="Vrije Universiteit Amsterdam",
  type="conference paper"
}