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ON Iπ gα*-CLOSED SETS IN IDEAL TOPOLOGICAL SPACES

Year 2015, Issue: 2, 55 - 62, 01.03.2015

K. M. Dharmalingam M. Meharin O. Ravi , P. Santhi

Abstract

− In this paper, a new class of sets called Iπgα?-closed sets is introduced and its propertiesare studied in ideal topological space. Moreover Iπgα?-continuity and the notion of quasi-α?-I -normalspaces are introduced

Keywords

− π-open set Iπgα?-closed set Iπgα?-continuity quasi-α?-I-normal space

Year 2015, Issue: 2, 55 - 62, 01.03.2015

K. M. Dharmalingam M. Meharin O. Ravi , P. Santhi

Abstract

There are 0 citations in total.

Details

Other ID JA82FR73AS
Journal Section Research Article
Authors

K. M. Dharmalingam This is me

M. Meharin This is me

O. Ravi

P. Santhi This is me

Publication Date March 1, 2015
Submission Date March 1, 2015
Published in Issue Year 2015 Issue: 2

Cite

APA Dharmalingam, K. M., Meharin, M., Ravi, O., Santhi, P. (2015). ON Iπ gα*-CLOSED SETS IN IDEAL TOPOLOGICAL SPACES. Journal of New Theory(2), 55-62.
AMA Dharmalingam KM, Meharin M, Ravi O, Santhi P. ON Iπ gα*-CLOSED SETS IN IDEAL TOPOLOGICAL SPACES. JNT. March 2015;(2):55-62.
Chicago Dharmalingam, K. M., M. Meharin, O. Ravi, and P. Santhi. “ON Iπ Gα*-CLOSED SETS IN IDEAL TOPOLOGICAL SPACES”. Journal of New Theory, no. 2 (March 2015): 55-62.
EndNote Dharmalingam KM, Meharin M, Ravi O, Santhi P (March 1, 2015) ON Iπ gα*-CLOSED SETS IN IDEAL TOPOLOGICAL SPACES. Journal of New Theory 2 55–62.
IEEE K. M. Dharmalingam, M. Meharin, O. Ravi, and P. Santhi, “ON Iπ gα*-CLOSED SETS IN IDEAL TOPOLOGICAL SPACES”, JNT, no. 2, pp. 55–62, March2015.
ISNAD Dharmalingam, K. M. et al. “ON Iπ Gα*-CLOSED SETS IN IDEAL TOPOLOGICAL SPACES”. Journal of New Theory 2 (March2015), 55-62.
JAMA Dharmalingam KM, Meharin M, Ravi O, Santhi P. ON Iπ gα*-CLOSED SETS IN IDEAL TOPOLOGICAL SPACES. JNT. 2015;:55–62.
MLA Dharmalingam, K. M. et al. “ON Iπ Gα*-CLOSED SETS IN IDEAL TOPOLOGICAL SPACES”. Journal of New Theory, no. 2, 2015, pp. 55-62.
Vancouver Dharmalingam KM, Meharin M, Ravi O, Santhi P. ON Iπ gα*-CLOSED SETS IN IDEAL TOPOLOGICAL SPACES. JNT. 2015(2):55-62.


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