On soft pre-ω-open sets


  • Carlos Granados Corporación Universitaria Latinoamericana


soft pre-T2 spaces., , soft pre-T1 spaces, soft pre-!-open sets


In this paper, we used the notions of soft ω-open sets to introduce and study the concepts of soft pre-ω-open sets. Moreover, some of their properties are shown. Furthermore, the concepts of soft pre-T1 and soft pre-T2 spaces are defined.


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S. Al Ghour, A. Bin-Saadon, On some generated soft topological spaces and soft homogeneity, Heliyon 5 (2019), e02061.

S. Al Ghour, W. Hamed, On two classes of soft sets in soft topological spaces, Symmetry. 12 (2020): 265-287.

C. Carpintero, E. Rosas, S. Hussan, (i; j)-!-semiopen sets and (i; j)-!-semicontinuity in bitopological spaces, CUBO A mathematical Journal, 17(3)(2015): 43-51.

S. Das, S. Samanta, Soft metric, Ann. Fuzzy Math. Inform. 6 (2013): 77-94.

S. El-Sheikh, A. El-Lati, Characterization of b-open soft sets in soft topological spaces, Journal of new Theory. 2 (2015): 8-18.

C. Granados, ω-N-α-open sets and ω-N-α continuity in bitopological spaces, General Letters in Mathematics. 8(2), (2020).

H. Hdeib, !-closed mappings, Rev. Colombiana Mat. 16 (1982): 65-78.

A. Kharal, B. Ahmad, Mappings of soft classes, New Math. Nat. Comput. 7 (2011): 471-481.

P. Maji, R. Biswas, A. Roy, Soft set theory, Comput. Math. Appl. 45 (2003): 555-562.

D. Molodtsov, Soft set theory- rst results, Global optimization, control and games. III. Comput. Math. Appl. 37 (1999): 19-31.

M. Terepeta, On separation axioms and similarity of soft topological spaces, Soft Comput. 23(2019): 1049-1057. 58




How to Cite

Carlos Granados. (2020). On soft pre-ω-open sets. MathLAB Journal, 7, 53-58. Retrieved from https://purkh.com/index.php/mathlab/article/view/869



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