On the weak-open images of metric spaces

Zhaowen Li; Shou Lin

Displaying similar documents to “On the weak-open images of metric spaces”

Weak-open compact images of metric spaces

Sheng Xiang Xia (2008)

Czechoslovak Mathematical Journal

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The main results of this paper are that (1) a space $X$ is $g$ -developable if and only if it is a weak-open $π$ image of a metric space, one consequence of the result being the correction of an error in the paper of Z. Li and S. Lin; (2) characterizations of weak-open compact images of metric spaces, which is another answer to a question in in the paper of Y. Ikeda, C. liu and Y. Tanaka.

On weak-open $π$ -images of metric spaces

Zhaowen Li (2006)

Czechoslovak Mathematical Journal

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In this paper, we give some characterizations of metric spaces under weak-open $π$ -mappings, which prove that a space is $g$ -developable (or Cauchy) if and only if it is a weak-open $π$ -image of a metric space.

Spaces with $σ$ -locally countable weak-bases

Zhaowen Li (2006)

Archivum Mathematicum

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In this paper, spaces with $σ$ -locally countable weak-bases are characterized as the weakly open msss-images of metric spaces (or $g$ -first countable spaces with $σ$ -locally countable $c s$ -networks).

Displaying similar documents to “On the weak-open images of metric spaces”

Weak-open compact images of metric spaces

On weak-open π -images of metric spaces

Spaces with σ -locally countable weak-bases

On weak-open $π$ -images of metric spaces

Spaces with $σ$ -locally countable weak-bases