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Andrijevi

π -Generalized Semi-Preclosed Sets

578 M. S. Sarsakand N. Raj esh [2]D. Andrijevi`c, Semi-preopensets, Mat. Vesnik 38 (1) (1986), 24-32. [3]J. Dontchevand T. Noiri, Quasi-normal spaces and πg -closed sets, Acta Math.

ON STRONGLY PRE-OPEN SETS AND A DECOMPOSITION OF CONTINUITY

Andrijevi´c[1]introduced the notion of semi-preopensets. Tong [18]defined and studied A -sets. Chattopadhyayand Bandyopadhyay[4]introduced the concept of - -sets in 1991 and later on they studied on - -sets to some extent in[5], [6].

Theme: Topology Theme: Topology.

(English summary) 2003h:54002 Uchida, Fuichi see Itˆo, Yoshinori Watson, W. Stephen see Good, Chrisetal. , 2003h:54001 Yue, Yue Li see Fang, Jin Ming et al. Items with secondary classifications in 54A10 Andrijevi´c, Dimitrije see Mrˇsevi´c, Mila , 2003g:54042 Carpintero, C. see Rosas, Ennisetal.

On Locally b** Closed Sets

Andrijevi_c, "Semi-preopen sets" , Mat. Vesnik 38(1)(1986), 24-32. 3. N. Bourbaki, "General Topology" , Part 1, Addison-Wesley (Reading, Mass, 1966).

On ! b -open sets and b -Lindelöfspaces

Andrijevi´ c [4]introduced anew class of generalized open sets in a topological space, the so-calledb-open sets. This type of sets was discussed by[7]under the name of-open sets.

Contra-Pre-Semi-Continuous Functions

[2]D. Andrijevi´c, Semipreopensets, Mat. Vesnik 38 (1) (1986), 24-32. [3]P. Bhattacharyyaand B. K. Lahiri, Semigeneralized closed sets in topology, Indian J. Math. 29 (3) (1987), 375-382.

RELATIONS BETWEEN SOME TOPOLOGIES

Relations between some topologies 95 [2]D. Andrijevi´c, A note on preopen sets , Supplementoai Rendicontidel Circolo Matematica diPalermo, Serie II, 18, (1988), 195-201.

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