[A] 92 . BIBLIOGRAPHY Ali Bulbul, Some results on Paracompactness of fuzzy topological Journal of Karandeniz Technical University, National Math. Symposium issueVol, 11 (1989) 113 -117. [A;P] Arya,S.P ; Purushottam Jha , Countable Fuzzy Paracompactness, Fuzzy' Metacompactness and the Extension Theorem for Point finite Fuzzy covers llnd.Math.Soc. Vo163, No. 1- 4 (1997), 53 - 6l. [BA] Bachet de Meziriac, Problemes Plaisants et delectables, qui se fomt par les nombres, Lyon 1612 . [BE] Berge,C. Topological Games with Perfect Information in: Contribution to the Theory of Games, Vol' III Annals of Math. Studies 39, Princeton University Press, Princeton (1957) 165-178. [BO] [B; D] Bouton,C.L. Nim, A Game with complete Mathematical Theory Ann. of Math.(2) 3 (1901-2),35-39. Benchalli, SS; Desai S.c. Perfect maps and Paracompactness in Fuzzy Topological Spaces, Proce. National Seminar at Karnatak University, Dharwad (1996), 198 - 200. [C] Chang,C.L. Fuzzy Topological Spaces, lMath.Anal.Appl.24 (1968) 182- 190. [DE] Dennis Bruke,K. Covering Prroperties in Hand Book of Set Theoretic Topoogy edited by lE Vaughan and K.Kunen ,Elsevier Science Pub. BV (1984) , 349 - 422,
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Fuzzy Topological Games and Related Topicsshodhganga.inflibnet.ac.in/bitstream/10603/5984/10/10_bibliography.pdfHutton,B. Normality in Fuzzy Topological Spaces, lMath.Anal.Appl. 50
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[A]
92
. BIBLIOGRAPHY
Ali Bulbul, Some results on Paracompactness of fuzzy topological
~paces, Journal of Karandeniz Technical University, National Math.