A FINITE NON-DISCRETE μ-NORMAL SPACE
Many of topological properties are not satisfied or do not have a corresponding result in generalized topological spaces, see, for example, [6] and [7]. One of such properties is: in topological spaces, every finite T1-space is discrete, a fortiori every finite normal space is discrete. In this paper, we give an example of a finite m-normal space which is not discrete.
generalized topological spaces, μ-separation, μ-base.
