  The notion of soft sets is introduced as a general mathematical tool for
dealing with uncertainty. In this paper, we consider the concepts of soft
compactness, countably soft compactness and obtain some results. We study some
soft separation axioms that have been studied by Min and Shabir-Naz. By
constructing a special soft topological space, show that some classical results
in general topology are not true about soft topological spaces, for instance
every compact Housdorff spaces need not be normal.
