References
[1]. Boonpok, C., (2010). Bicontinuous Maps in Biclosure Spaces. Int. J. Contemp. Math. Sciences, 5(2), 51-59.
[2]. Boonpok, C. (2009). C0-biCech spaces and C1-biCech spaces. Acta Math. Acad. Paedagog. Nyhazi.(N. Si), 25(2),
277-281.
[3]. Cech, E. (1966). Topological Spaces, Inter science Publisher, John Wiley & Sons,New York.
[4]. Gowri, R., & Jegadeesan, G. (2013). Connectedness in fuzzy Cech closure spaces. Asian Journal of Current
Engineering and Maths, 2(5), 326-328.
[5]. Jeeranunt, K. (2009). Semi-open sets in closure spaces. (Ph.D. Thesis, BRNO University of technology, Faculty of
Mechanical Engineering, Department of Mathematics).
[6]. Mashhour, A. S., & Ghanim, M. H. (1985). Fuzzy closure space. J. Math. Anal. Appl., 106(1),154-170.
[7]. Palaniappan, N. (2005). Fuzzy Topology. Narosa Publishing House, Second edition, New Delhi.
[8]. Rao, C.K., Gowri R., & Swaminathan V. (2008). gs closed sets in biCech closure spaces. Int. J. Contemp. Math. Sci., 3(25-28), 1165-1172.
[9]. Tapi, U. D., & Deole, B. A. (2013). Connectedness in closure space. International Journal of Math. Sci. & Eng. Appls.
(IJMSEA), 7(4), 147-150.
[10]. Tapi, U. D., & Deole, B. A. (2014). Connectedness in fuzzy closure space. International Journal of Applied
Mathematical Research, 3(4), 441-445.
[11]. Tapi, U. D., & Navalakhe, R. (2011). On fuzzy closure spaces. International Journal of Mathematical Analysis, 5(16), 789-795.