*Definition [#q2848d25] A space is called s-compact iff every [[semiopen]] cover has a finite subcover. *Reference [#t7cc6118] K.P.Hart, J. Nagata and J.E. Vaughan, ''Encyclopedia of general topology'', Elsevier Science
*Definition [#q2848d25] A space is called s-compact iff every [[semiopen]] cover has a finite subcover. *Reference [#t7cc6118] K.P.Hart, J. Nagata and J.E. Vaughan, ''Encyclopedia of general topology'', Elsevier Science