*Definition [#m684109b]
A topological space X is called cl-isocompact iff the closure of every [[countably compact]] subspace in X is [[compact]].
*Reference [#cc996980]
-M. Sakai, ''On CL-isocompactness and weak Borel completeness'', Tsukuba J. Math. 8 (1884), 377-382.
-Myung Hyun Cho and Won Woo Park, ''Isocompactness and related topics of weak covering property'', Bull. Korean Math. Soc. 39 (2002), No.2, pp.347-357.