• 제목/요약/키워드: ${\pi}g{\alpha}$-closed set${\pi}G{\alpha}$-LC set${\pi}G{\alpha}-LC^*$ sets${\pi}G{\alpha}-LC^{**}$ sets${\pi}g{\alpha}$-submaximal

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${\pi}G{\alpha}$-LOCALLY CLOSED SETS AND ${\pi}G{\alpha}$-LOCALLY CONTINUOUS FUNCTIONS

  • Rani, I. Arockia;Balachandran, K.;Janaki, C.
    • East Asian mathematical journal
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    • 제24권4호
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    • pp.317-328
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    • 2008

  • In this paper we introduce ${\pi}G{\alpha}$-LC sets, ${\pi}G{\alpha}-LC^*$ sets and ${\pi}G{\alpha}-LC^{**}$ sets and different notions of generalizations of continuous functions in topological space and discuss some of their properties. Further we prove pasting lemma for ${\pi}G{\alpha}-LC^{**}$ continuous functions and ${\pi}G{\alpha}-LC^{**}$ irresolute functions.

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