About Neutrosophic Countably Compactness

Abstract

We answer the following question: Are neutrosophic µ-compactness and neutrosophic µ-countably
compactness equivalent? which posted in [10]. Since every neutrosophic topology is neutrosophic µ-topology,
we answer the question for neutrosophic topological spaces, more precisely, we give an example of neutrosophic
topology which is neutrosophic countably compact but not neutrosophic compact