\(\mu\)-Compactness in Generalized Topological Spaces

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Jyothis Thomas
Sunil Jacob John


We define and study the notion of \(\mu\)-compact space on Generalized Topological Spaces. A space \((X, \mu)\) is \(\mu\)-compact if every \(\mu\)-open cover of \(X\) has a finite \(\mu\)-open sub cover. We characterize the \(\mu\)-compact space and study their basic properties. The relationship between the \(\mu\)-compact spaces and other well-known spaces are investigated.

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Thomas, J. ., & John, S. J. . (2022). \(\mu\)-Compactness in Generalized Topological Spaces. Journal of Advanced Studies in Topology, 3(3), 18–22. Retrieved from http://www.m-sciences.com/index.php/jast/article/view/64
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