Keywords:-

Keywords: soft minimal, soft ˜m-closed, soft ˜m-open, soft g ˜m-closed, soft g ˜m-open sets, T1/2 - space.

Article Content:-

Abstract

In this present paper, we introduce soft g ˜m-closed sets and soft g ˜m-open sets in soft minimal spaces and to investigate its properties. Also we introduce some
new separation axiom called T1/2 -soft minimal space and its basic properties are discussed. Mathematics Subject Classification: 54A10, 54C08

References:-

References

C. Boonpok, Biminimal Structure Spaces, International Mathematical Forum,

(5)(2010), 703-707.

N. Cagman, S. Karatas, and S. Enginoglu, Soft Topology., Comput. Math.

Appl., Vol. 62,(2011), 351-358.

F. Cammaroto and T. Noiri, On - sets and related topological spaces, Acta

Math. Hungar., 109 (3)(2005), 261-279.

D. Chen, The Parametrization Reduction of Soft Set and its Applications,

Comput.Math.Appl.49 (2005), 757-763.

T. Fukutake, On generalized closed sets in bitopological spaces, Bull. Fukuoka

Univ. Ed. Part III, 35 (1986), 19-28.

R. Gowri and G. Jegadeesan, soft generalized closed set in soft cech closure

space, Global Journal of Pure and Applied Mathematics, Vol.12, No.1 (2016),

-916

R.Gowri, S.Vembu, Soft minimal and soft biminimal spaces, Int Jr. of Mathematical

Science and Appl., Vol. 5, No.2,(2015), 447-455.

B.M Ittanagi, Soft Bitopological Spaces, International Journal of Computer

Applications, Vol. 107, No.7(2014).

J.C Kelly, Bitopological Spaces, Proc. London Math. Soc., 13 (1963), 71-81

N. Levine, Generalized closed sets in topology, Rend. Circ. Mat. Palermo (2),

(1970), 89-96.H. Maki, K.C Rao and A. Nagoor Gani, On generalized semi-open and preopen

sets, Pure Appl. Math. Sci., 49 (1999), 17-29.

D.A Molodtsov, Soft Set Theory First Results. Comp.and Math.with App.,

Vol.37, (1999), 19-31.

T. Noiri and V. Popa, A generalized of some forms of g-irresolute functions,

European J. of Pure and Appl. Math., 2(4)(2009), 473-493.

V. Popa, T. Noiri, On M-continuous functions, Anal. Univ.Dunarea de Jos-

Galati, Ser. Mat. Fiz. Mec. Teor., Fasc. II, 18, No.23 (2000), 31-41.

M. Shabir, M. Naz, On soft topological spaces, Comput.Math. Appl.,61, (2011),

-1799.

C. Viriyapong, M. Tunapan, W. Rattanametawee and C. Boonpok, Generalized

m-Closed Sets in Biminimal Structure Spaces Int. Journal of Math. Analysis,

Vol.5, No.7, (2011), 333 - 346

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GOWRI, R., & VEMBU, S. (2016). soft g-closed sets in Soft minimal Spaces. International Journal Of Mathematics And Computer Research, 4(08), 1563-1671. Retrieved from https://ijmcr.in/index.php/ijmcr/article/view/67