On Semi-open Sets With Respect To an Ideal

[1] K. Al-Zoubi. On generalized !-closed sets. International Journal of Mathematics and
Mathematical Sciences, 2005(13):2011–2021, 2005.
[2] S.P. Arya and T.M. Nour. Characterization of s-normal spaces. Indian Journal of Pure and
Applied Mathematics, 21(8):717–719, 1990.
[3] C. Boonpok. Generalized closed sets in isotonic spaces. International Journal of Mathe-
matical Analysis, 5:241–256, 2011.
[4] R. Davi, K. Balachandran, and H. Maki. Semi-generalized homeomorphisms and generalized
semi-homeomorphisms in topological spaces. Indian Journal of Pure and Applied
Mathematics, 26(3):271–284, 1995.
[5] E. Hatir and T. Noiri. On semi-I -open sets and semi-I -continuous functions. Acta
Mathematica Hungarica, 107(4):345–353, 2005.
[6] S. Jafari and N. Rajesh. Generalized closed sets with respect to ideals. European Journal
of Pure and Applied Mathematics, 4(2):147–151, 2011.
[7] D. Jankovic and T.R. Hamlett. Ideals in topology and applications. Lecture Notes in Pure
and Applied Mathematics, pages 115–125, 1990.
REFERENCES 58
[8] D. Jankovic and T.R. Hamlett. Ideals in topology and the set operator. Bollettino della
Unione Matematica Italiana, 7:863–894, 1990.
[9] D. Jankovic and T.R. Hamlett. New topologies from old via ideals. American Mathemat-
ical Monthly, 97:295–310, 1990.
[10] J.L. Kelly. General topology. D van Nostrand Company Incorporated, Princeton, N.J.,
1955.
[11] N. Levine. Semi-open sets and semi-continuity in topological spaces. American Mathe-
matical Monthly, 70:36–41, 1963.
[12] N. Levine. Generalized closed sets in topology. Rendiconti del Circolo Matematico di
Palermo, 19:89–96, 1970.