\(\mu\)-Pre\(^{*}\)- closed sets in generalized topological spaces
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https://doi.org/10.26637/MJM0803/0105Abstract
In this paper, we extend the notion of closed sets in ordinary topological spaces to \(\mu\)-Pre\(^{*}\)- closed sets in generalized topological spaces. Relationship between this closed set and other closed sets are established. Also we have investigated \(\mu\)-Pre\(^{*}\)-open sets, \(\mu\)-Pre\(^{*}\)-closure, \(\mu\)-Pre\(^{*}\)- interior and some of their basic properties.
Keywords:
\(\mu\)-pre\(^{*}\) -closed sets, \(\mu\)-pre\(^{*}\) - open sets, \(\mu\)-pre\(^{*}\) - closure, \(\mu\)-pre\(^{*}\)-interiorMathematics Subject Classification:
Mathematics- Pages: 1331-1336
- Date Published: 01-07-2020
- Vol. 8 No. 03 (2020): Malaya Journal of Matematik (MJM)
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