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We extend the concept of being densely homogeneous to include fuzzy topological spaces. We prove that our extension is a good extension in the sense of Lowen. We prove that a-cut topological space (X,I_a) of a DH fuzzy topological space (X,I) is DH in general only for a=0.
Cut topologies, Good extension, Densely homogeneous, Fuzzy CDH
Cut topologies, Good extension, Densely homogeneous, Fuzzy CDH
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