Authors: T Noiri B Roy
Publish Date: 2010/11/03
Volume: 130, Issue: 4, Pages: 349-357
Abstract
A new kind of sets called generalized μclosed briefly g μclosed sets are introduced and studied in a topological space by using the concept of generalized open sets introduced by Á Császár The class of all g μclosed sets is strictly larger than the class of all μclosed sets Furthermore gclosed sets in the sense of N Levine 17 is a special type of g μclosed sets in a topological space Some of their properties are investigated Finally some characterizations of μ g regular and μ g normal spaces have been given
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