On Biclop.Na-Continuous Function in General Topology

Authors

  • A. P. Dhanabalan Department of Mathematics, Alagappa Govt. Arts College, Karaikudi, Tamil Nadu
  • R. Buvaneswari Department of Mathematics, Alagappa Govt. Arts College, Karaikudi, Tamil Nadu

DOI:

https://doi.org/10.53555/ms.v2i2.236

Keywords:

semi open (resp. semi closed), feebly open (resp. feebly closed), δ-open (resp. δ-closed),, feebly clopen, δ-clopen, na-continuous, somewhat nearly open, feebly-T2 (resp. feebly-regular, feeblynormal), δ-T2 (resp. δ-regular, δ-normal), δ-connected.

Abstract

The notion of biclop.na-continuous function has been introduced. Relationship between this new class of function with similar types of functions has been given. Some characterization and properties of such function are also being discussed. 2010 Mathematics Subject Classification: 54-XX

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References

K. Ali, On semi separation axioms, M.Sc.Thesis Al.Mastaxi riyah Univ., 2003.

A.P. Dhana Balan and R. Buvaneswari, Totally feebly continuousfunctions, Mathematical Sciences International Research Journals, 3, 2, 2014.

G.I. Chae, T. Noiri and D.W. Lee, Kyungapook Mash. J. 26, 73-79, 1986.

S.G. Crossely and S.K. Hildebrand Texas J.Sci. 23-26, 1971.

N. Levine, AM.Math. Monthly 70, 36-41,1963.

S.N. Maheswari and U. Tapi, Note on some applications on feebly open sets, M.B.J.Univ. Saugar, 1979.

Z. Piotrocoski, A survey of results concerming generalized continuity in topological spaces, Acta Math. Univ. Comexian, 91-110, 1987.

V. Popa, Glasnik Math. III 14(34):359-362.

N.V. Velicko, H-closed topological spaces, Amer Math. Soc. Transl., 78,103-118, 1968.

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Published

2016-02-29

How to Cite

Dhanabalan, A. P., & Buvaneswari, R. (2016). On Biclop.Na-Continuous Function in General Topology. International Journal For Research In Mathematics And Statistics, 2(2), 01–05. https://doi.org/10.53555/ms.v2i2.236

Issue

Vol. 2 No. 2 (2016): International Journal For Research In Mathematics And Statistics

Section

Articles

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