The property of Kelley and continua

We study Hausdorff continua with the property of Kelley. We present Hausdorff version of several results known in the metric case. We also establish a weak Hausdorff version of Jones’ Aposyndetic Decomposition Theorem.

Bibliographic Details
Main Author: Sergio Macías
Format: Article
Language:Spanish
Published: Universidad Industrial de Santander 2019-02-01
Series:Revista Integración
Subjects:
Online Access:https://revistas.uis.edu.co/index.php/revistaintegracion/article/view/9361
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author Sergio Macías
author_facet Sergio Macías
author_sort Sergio Macías
collection DOAJ
description We study Hausdorff continua with the property of Kelley. We present Hausdorff version of several results known in the metric case. We also establish a weak Hausdorff version of Jones’ Aposyndetic Decomposition Theorem.
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2145-8472
language Spanish
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spelling doaj.art-606318a7004b439aa22819889761e6e02022-12-22T02:41:08ZspaUniversidad Industrial de SantanderRevista Integración0120-419X2145-84722019-02-01371The property of Kelley and continuaSergio Macías0Universidad Nacional Autónoma de México, Instituto de Matemáticas, México D.F., México.We study Hausdorff continua with the property of Kelley. We present Hausdorff version of several results known in the metric case. We also establish a weak Hausdorff version of Jones’ Aposyndetic Decomposition Theorem.https://revistas.uis.edu.co/index.php/revistaintegracion/article/view/9361Atomic mapEffros continuumhomogeneous continuumproperty of Kelleyset function Tuniform property of Effros
spellingShingle Sergio Macías
The property of Kelley and continua
Revista Integración
Atomic map
Effros continuum
homogeneous continuum
property of Kelley
set function T
uniform property of Effros
title The property of Kelley and continua
title_full The property of Kelley and continua
title_fullStr The property of Kelley and continua
title_full_unstemmed The property of Kelley and continua
title_short The property of Kelley and continua
title_sort property of kelley and continua
topic Atomic map
Effros continuum
homogeneous continuum
property of Kelley
set function T
uniform property of Effros
url https://revistas.uis.edu.co/index.php/revistaintegracion/article/view/9361
work_keys_str_mv AT sergiomacias thepropertyofkelleyandcontinua
AT sergiomacias propertyofkelleyandcontinua