BIBLIOGRAPHY. [1] N.Argac and N.J.Groenewald, Weakly and strongly regular near-rings, Algebra Colloquim 12 (1) (2005),

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1 [1] N.Argac and N.J.Groenewald, Weakly and strongly regular near-rings, Algebra Colloquim 12 (1) (2005), [2] W.F.Barnes, On the Γ- rings of Nobusawa, Pacific J. Math. 18 (1996), [3] G.F.Birkenmeier, H.E.Heatherly, and E.K.Lee, Completely prime ideals and associated radicals, Proc. Biennial Ohio State Denison conference 1992, edited by S.K.Jain and S.T.Rizvi, World Scientific, New Jersey (1993), [4] G.F.Birkenmeier, H.E.Heatherly, and E.K.Lee, Prime ideals and prime radicals in near-rings, Montas. Math. 117 (1994), [5] G.F.Birkenmeier, H.E.Heatherly, and E.K.Lee, Completely prime ideals and radicals in near-rings, Proc. Fredericton conference on near-rings and near-fields, Kluwer Academic Publishers (1995),

2 [6] G.F.Birkenmeier, J.Y.Kim and J.K.Park, A characterization of minimal prime ideals, Glasgow Math. J. 40 (1998), [7] G.F.Birkenmeier and N.J.Groenewald, Near-rings in which every prime factor is simple, Mathematica Pannonica 10(2) (1999), [8] G.L.Booth, A note on Gamma near-rings, Stud. Sci. Math. Hungarica 23 (1988), [9] G.L.Booth and N.J.Groenewald, On uniformly strongly prime gamma rings, Bull. Austral. Math. Soc. 37 (1988), [10] G.L.Booth, Radicals of Γ-near rings, Publ. Math. Debrecen 39 (1990), [11] G.L.Booth, N.J.Groenewald and S.Veldsman, A Kurosh Amitsur prime radical for near-rings, Comm.in Algebra 18(9) (1990), [12] G.L.Booth and N.J.Groenewald, On radicals of gamma near-rings, Math. Japonica 35, No.3 (1990), [13] G.L.Booth and N.J.Groenewald, Equiprime Γ-near rings, Quaestiones Mathematicae 14 (1991), [14] G.L.Booth, N.J. Groenewald and S.Veldsman, Strongly equiprime nearrings, Quaestiones Mathematicae 15 (1991), [15] G.L.Booth and N.J.Groenewald, On strongly prime near-rings, Indian J. Math. 40(2) (1998), [16] A.W.Chatters and S.M.Khuri, Endomorphism rings of modules over nonsingular CS rings, J. London Math. Soc. 21(2) (1980),

3 [17] Y. Uk Cho, Near-rings with left Baer like conditions, Bull. Korean Math. Soc. 45(2) (2008), [18] W.L.Coppage and J.Luh, Radicals of Γ-rings, J. Math. Soc. Japan 23(1) (1971), [19] P.Dheena, A generalization of strongly regular near-rings, Indian J. Pure. appl. Math. 20 (1989), [20] P.Dheena and D.Sivakumar, On strongly 0-prime ideals in near-rings, Bull. Malaysian Math. Sc. Soc. 27 (2004), [21] N.V.Dung, D.V.Huynh, P.F.Smith and R.Wisbauer, Extending Modules, Longman Scientific and Technical, (1994). [22] N.J.Groenewald and G.A.Heyman, Certain classes of ideals in group rings, Comm. in Algebra 9 (1981), [23] N.J.Groenewald, Strongly prime near-rings, Proc. Edinburgh. Math. Soc. 31 (1988), [24] N.J.Groenewald, Strongly prime near-rings 2, Comm. in Algebra 17(3) (1989), [25] N.J.Groenewald, The completely prime radicals in near-rings, Acta. Math. Hung. 51(3-4) (1993), [26] N.J.Groenewald, Semi-uniformly strongly prime near-rings, Indian J. Math. 45(3) (2003), [27] Gordan Mason, Strongly regular near-rings, Proceedings of the Edinburgh Mathematical Society 23 (1980),

4 [28] D.Handelman and J.Lawerence, Strongly prime rings, Trans. Amer. Math. Soc. 211 (1975), [29] C.Y.Hong, and T.K.Kwak, On minimal strongly prime ideals, Comm. in Algebra 28 (2000), [30] S.U.Hwang, Y.C.Jeon and Y.Lee, Structure and topological conditions of NI rings, J. Algebra 302 (2006), [31] I.Kaplansky, Rings of operators, W.A.Benjamin, (1968). [32] N.K.Kim, and T.K.Kwak, Minimal prime ideals in 2-primal rings, Math. Japonica 50 (1999), [33] S.Kyuno, Γ-rings with right and left unities, Math. Japonica 24 (1979), [34] Y.Lee, C.Huh and H.K.Kim, Questions on 2-primal rings, Comm. in Algebra 26 (1998), [35] G.Pilz, Near-rings, North Holland, Amsterdam, [36] Y.V.Reddy and C.V.L.N.Murthy, On strongly regular near-rings, Proc. Edinburg Math. Soc. 27 (1984), [37] Satyanarayana Bhavanari, Contributions to near-rings, Doctoral Thesis, Nagarjuna University, [38] Satyanarayana Bhavanari, A note on Γ-near rings, Indian J. Math. 41(3) (1999),

5 [39] C.Selvaraj, S.Petchimuthu and R.George, Strongly prime Γ-rings and Morita equivalence of rings, Southeast Asian Bulletin of Mathematics 31 (2007), [40] C.Selvaraj and R.George, Strongly prime Γ-near rings, Tamkang Journal of Mathematics 39(1) (2008), [41] C.Selvaraj, R.George and G.L.Booth, On strongly equiprime Γ-near rings, Bull. Institute of Math. Academia Sinica 4 (1)(2009), [42] G.Y.Shin, Prime ideals and sheaf representation of a pseudo symmetric ring, Trans. Amer. Math. Soc. 184 (1973), [43] Stefan Veldsman, On equiprime near-rings, Comm. in Algebra 20(9) (1992),

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