1. Weak-open compact images of metric spaces
- Creator:
- Xia, Shengxiang
- Format:
- bez média and svazek
- Type:
- model:article and TEXT
- Subject:
- $g$-developable, $\pi $-mapping, weak-open mapping, CWC-map, and uniform weak base
- Language:
- English
- Description:
- The main results of this paper are that (1) a space $X$ is $g$-developable if and only if it is a weak-open $\pi $ 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.
- Rights:
- http://creativecommons.org/publicdomain/mark/1.0/ and policy:public