[1] W. Al-Omeri, M. Noorani, and A. Al-Omari. New forms of contra-continuity in ideal
topology spaces. Missouri Journal of Mathematical Sciences, 26(1):33–47, 2014.
[2] W. Al-Omeri, M. Noorani, and A. Al-Omari. on e-I -open sets, e-I -continuoues functions
and decomposition of continuity. Journal of Mathematics and Applications, (38):15–31,
2014.
[3] F. G. Arenas, J. Dontchev, andM. L. Puertas. Idealization of someweak separation axioms.
Acta Mathematica Hungarica, 89(1):47–53, 2000.
[4] A. S. Davis. Indexed systems of neighborhoods for general topological spaces. American
Mathematical Society, 68:886–893, 1961.
[5] J. Dontchev. Strong B-sets and another decomposition of continuity. Acta Mathematica
Hungarica, 75:259–265, 1997.
[6] K. K. Dube. A note on R0 topological spaces. Matematicki vesnik, 11:203–208, 1974.
[7] E. Ekici. Some generalizations of almost contra-super-continuity. Filomat, 21(2):31–44,
2007.
[8] E. Ekici. New forms of contra-continuity. Carpathian Journal Mathmatics, 24(1):37–45,
2008.
[9] E. Ekici. On e-open sets, DP∗-sets and DPE∗ and decompositions of continuity. Arabian
Journal for Science and Engineering, 33(2A):269–282, 2008.
[10] D. W. Hall, S. K. Murphy, and J. Rozycki. On spaces which are essentially T1. Journal of
the Australian Mathematical Society, 12:451–455, 1971.
[11] D. Jankovic and T. R. Hamlett. New topologies from old via ideals. American Mathemat-
ical Monthly, 97(4):295–310, 1990.
[12] M. N. Mukherjee, R. Bishwambhar, and R. Sen. On extension of topological spaces in
terms of ideals. Topology and its Applications, 154(18):3167–3172, 2007.
REFERENCES 513
[13] S. A. Naimpally. On R0-topological spaces. Annales Universitatis Scientiarum Budapesti-
nensis, Sectio Mathematica, 10:53–54, 1967.
[14] A. A. Nasef and R. A. Mahmoud. Some applications via fuzzy ideals. Chaos, Solitons and
Fractals, 13(4):825–831, 2002.
[15] N. A. Shanin. On separation in topological spaces. Doklady Akademii Nauk SSSR, 38:110–
113, 1943.
[16] M. H. Stone. Application of the theory of boolean rings to general topology. Transactions
of the American Mathematical Society, 41:375–481, 1937.
[17] R. Vaidyanathaswamy. The localization theory in set-topology. Proceedings of the Indian
Academy of Science, 20:51–61, 1945.
[18] N. V. Veliˆcko. H-closed topological spaces. Transactions of the American Mathematical
Society, 78(2):103–118, 1968.
Thank you for copying data from http://www.arastirmax.com