BIBLIOGRAPHY. [1] Andre Weil. : Sur les espaces a structure uniforme et sur la. topologie generale, Act. Sci. Ind., 551,Paris,1937.

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1 BIBLIOGRAPHY. [1] Andre Weil. : Sur les espaces a structure uniforme et sur la topologie generale, Act. Sci. Ind., 551,Paris,1937. [2] Andrijevic D. : On b-open sets,mat.vensik, 48(1996), [3] Caldas M.and Jafari S. : On some applications of b-open sets in topological spaces, Kochi J. Math., 2(2007), [4] Caldas M., Jafari S., Navalagi G.B. and Shankrikopp M.M. : Some remarks on - compact spaces, International Journal of Mathematics and Computing applications,1(2009), [5] Csaszar A. : Generalized topology generalized continuity, Acta Math. Hungar, 96(2002), [6] Dorsett C. : Semi-T 2, Semi-R 1 and Semi-R 0 topological spaces, Annales de la societe scientifique de Bruxelles, T.92,III(1978), [7] Dorsett C. : Semi-convergence and semi-compactness, Indian.J. Mech.Math., 19(1981), [8] Fell J.M.G. : A Hausdorff topology for the closed subsets of a locally compact non-hausdorff space,proc. Amer. Math. Soc.,13(1962), [9] Fletcher P.and Lindgren W.F. : Quasi-uniform spaces, Marcel Dekker, Newyork,1982. [10] Fletcher P.and Lindgren W.F. : Compactifications of totally bounded quasi-uniform spaces, Glasg. Math.J., 28(1986),

2 [11] Fox R.H. : On topologies for function spaces, Bull. Amer.Math.Soc., 51(1945), [12] Frechet M. : Sur quelques points du calcul fonctionnel,rendiconti di Palermc, 22(1906), [13] Ganguly S. and Ritu Sen. : The - open open topology for function spaces, Mathematica Morevica, 14(2010), [14] Ganguly S.,Sandip Jana and Ritu Sen.: A new hyperspace topology and the study of function *-LC (X,Y)- Matematnkyn Bechnk, 3(2009), [15] Georgiou D.N. and Papadoulos B.K. : Weakly -continuous, Weakly continuous, Super continuous function, Scientiae Mathematical Japonical online, 4(2001), [16] Gleason A.M. : Projective topological spaces,illinosis J.Math., 2(1958), [17] Hausdorff F. : Grundzuge der Mengenlehre, Leipzig (1914), Reprinted by chelse,newyork (1965). [18] Illiadis S. and Fomin S. : The method of centred system in the theory of topological spaces, UMN, 21(1996), [19] Jafari S. : Some properties of quasi- -continuous functions,far East. J. Math. Sci., 6(1998), [20] Jafari et al : Another generalization of closed sets, Kochi Journal of Mathematics, 3(2008). [21] James R. Munkres : Topology A First Course, Prentice Hall of India, 2000.

3 [22] John L.Kelley : General Topology, Springer Verlag-Berlin Heidelberg, [23] Kunzi H.P.A. and Romaguera S. : Well-quasi ordering and the Hausdorff quasi uniformity, Topology and its applications,85(1998), [24] Kunzi H.P.A, Romaguera S. and Sanchez- Granero M.A. : The bi- completion of the Hausdorff quasi-uniformity, Topology and its applications, 159(2009), [25] Kunzi H.P.A, Romaguera S. and Sanchez Granero M.A : * T0 -compatification in the Hyperspace topology and its applications, 159(2012), [26] Lambrinos P. : The bounded open topology on function space, Man. Math., 35(1982), [27] Latif R.M. : Semi convergence of filters and nets, Math. J of Okayama University, 4(1999), [28] Latif R.M. : Characterizations and applications of -open sets, Soochow. Journal of Mathematics, 32(2006), [29] Levine N. : Semi-open sets, Semi-continuity in topological spaces, Amer.Math. Monthly, 70(1963), [30] Micahel E. : Topologies on spaces of subsets, Trans.Amer.Math.Soc., 71(1951), [31] Min W.K. : -sets and -continuous functions, Int.J.Math. Math.Sci, 31(2002),

4 [32] Neelamegarjan, Rajesh and Erdal Ekici : On g ~ -regular and g ~ - normal spaces, Kochi Journal of Mathematics 2(2007), [33] Nicolas Bourbaki : Elements of Mathematics, General Topology, Springer-Verlag, Berlin Heidelberg, [34] Pervin W.J. : Quasi-uniformization of topological spaces, Math.Ann., 147(1962), [35] Ponomarev V.I. : Para Compacta, their projective specra and continuous mappings, Mat.Sb., 60(1963), [36] Porter K.F. : The open open topology for function spaces, Inter.J.Math. and Math.Sci., 18(1993), [37] Porter K.F. : The regular open-open topology for function spaces, Inter.J.Math. and Math.Sci., 19(1996), [38] Rajesh N. and Ekici E. : On g ~ -continuous functions, God. Zb. Inst. Mat. [39] Rajesh N. and Ekici E. : On a decomposition of T ½ spaces, Mathe.Maced, 3(2005), 7-13 [40] Rajesh N. and Ekici E. : g ~ -locally closed sets in topological spaces, Kochi Journal of Mathematics, 3(2007), 1-9. [41] Rajesh N. and Ekici E. : On a new form of irresoluteness and weak forms of strong continuity. [42] Raju P.L.N. : Fundamentals of Geographical information system, GIS Application in agricultural meteorology and Satellite remote sensing,

5 [43] Render H. : Non standard methods of completing quasi-uniform spaces, Topology and its Appl, 62(1995), [44] Riemann B. : Uber die hypothesen welche der geometric grunde liegen, Gesammelte Mathematische werke B.G.Tenbner Leipzig, (1892), [45] Riesz F. : Stetigkeitsbegriff and abstarkte mengenlehre, Atti. IV. Contr. Internet. Math. Roma., 2(1908), [46] Romaguera S. and Sanchez-Granero M.A. : *-compactifications of quasi-uniform spaces, Studia Sci. Math. Hungar. 44(2007), [47] Royden H.L. : Real Analysis, Prentice-Hall of India. [48] Thurner S. Habel R. and Pichler S. : Quantitative Finance 3(2003), [49] Velicko N.V. : H-closed topological spaces, Amer. Math. Transl. 78(1968), [50] Velicko N.V. : On extension of mappings of topological spaces, Trans. Amer. Math. Soc., 292 (1970), [51] Watts. D.J. : The Dynamics of networks between order and Randomness (Princeston Univ. Press. 1999). [52] Weyl H : Die idée Riemannschen fleche teubner, Leipzig (1913), (3 rd Edition translated as the concept of Riemann surface, Addison-Wesley, Reading (1955)).

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