Compactifications, subordinations and uniformities

Includes bibliography. === This thesis relates hausdorff compactifications of spaces and other structures on the space. Each chapter starts with an introduction, which describes its content, and ends with a collection of notes, where the references relevant to the chapter are given. Most of the thes...

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Main Author: Salbany, Sergio de Ornelas
Other Authors: Schlagbauer, H
Format: Dissertation
Language:English
Published: University of Cape Town 2015
Online Access:http://hdl.handle.net/11427/13839
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spelling ndltd-netd.ac.za-oai-union.ndltd.org-uct-oai-localhost-11427-138392020-10-06T05:11:13Z Compactifications, subordinations and uniformities Salbany, Sergio de Ornelas Schlagbauer, H Includes bibliography. This thesis relates hausdorff compactifications of spaces and other structures on the space. Each chapter starts with an introduction, which describes its content, and ends with a collection of notes, where the references relevant to the chapter are given. Most of the thesis is self-contained. The standard reference throughout is: General Topology, by Kelley. The notation is as in Kelley. We often use the abbreviations - s. t. for such that; iff for if and only if; i.e. for that is. This thesis arose from an attempt to prove the essential steps in the construction of vX, described by Aleksandrov in his survey Some Results in the Theory of Topological Spaces, Obtained Within the Last Twenty-Five Years. 2015-09-14T07:05:38Z 2015-09-14T07:05:38Z 1968 Master Thesis Masters MSc http://hdl.handle.net/11427/13839 eng application/pdf University of Cape Town Faculty of Science Department of Mathematics and Applied Mathematics
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language English
format Dissertation
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description Includes bibliography. === This thesis relates hausdorff compactifications of spaces and other structures on the space. Each chapter starts with an introduction, which describes its content, and ends with a collection of notes, where the references relevant to the chapter are given. Most of the thesis is self-contained. The standard reference throughout is: General Topology, by Kelley. The notation is as in Kelley. We often use the abbreviations - s. t. for such that; iff for if and only if; i.e. for that is. This thesis arose from an attempt to prove the essential steps in the construction of vX, described by Aleksandrov in his survey Some Results in the Theory of Topological Spaces, Obtained Within the Last Twenty-Five Years.
author2 Schlagbauer, H
author_facet Schlagbauer, H
Salbany, Sergio de Ornelas
author Salbany, Sergio de Ornelas
spellingShingle Salbany, Sergio de Ornelas
Compactifications, subordinations and uniformities
author_sort Salbany, Sergio de Ornelas
title Compactifications, subordinations and uniformities
title_short Compactifications, subordinations and uniformities
title_full Compactifications, subordinations and uniformities
title_fullStr Compactifications, subordinations and uniformities
title_full_unstemmed Compactifications, subordinations and uniformities
title_sort compactifications, subordinations and uniformities
publisher University of Cape Town
publishDate 2015
url http://hdl.handle.net/11427/13839
work_keys_str_mv AT salbanysergiodeornelas compactificationssubordinationsanduniformities
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