摘要
定义S-仿Lindelof空间,作为S-仿紧空间的推广,并给出其部分基本性质.研究了S-仿Lindelof空间与正则空间,T2空间,αS-仿Lindelof紧空间的关系:1)S-仿Lindelof,T2空间是半正则的;2)由(X,Τα)为S-仿Lindelof推出(X,Τ)也是S-仿Lindelof的.
We introduce the class of S-para Lindelif spaces as a generalization of S-paracompact spaces, and then we characterize S-para Lindelof spaces and study their basic properties.The relationships between S-para Lindelof spaces and regular spaces, S-para Lindelof spaces, α S-para Lindelof spaces are investigated.
出处
《襄樊学院学报》
2011年第5期8-10,共3页
Journal of Xiangfan University
基金
安徽省高等学校省级优秀青年人才基金项目(2010SQL158)