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Submitted
June 13, 2020
Accepted
December 1, 2020
Published
March 31, 2021
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Abstract

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

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How to Cite
Granados, C. (2021). On Soft b-w-Open Sets. Journal of the Indonesian Mathematical Society, 27(1), 123–129. https://doi.org/10.22342/jims.27.1.939.123-129
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References

  1. Al Ghour, S., and Bin-Saadon, A., "On some generated soft topological spaces and soft homogeneity", Heliyon, 5(2019), e02061.
  2. Al Ghour, S., and Hamed, W., "On two classes of soft sets in soft topological spaces", Symmetry, 12(2020), 265-287.
  3. Al-shami, T.M., "Soft somewhere dense sets on soft topological spaces", Communications of the Korean Mathematical Society, 33:4 (2018), 1341-1356.
  4. Al-shami, T.M., and Kocinac, L.D.R., "The equivalence between the enriched and extended soft topologies", Applied and Computational Mathematics, 18:2(2019), 149-162.
  5. Al-shami, T.M., and El-Shafei, M.E., "Partial belong relation on soft separation axioms and decision-making problem, two birds with one stone", Soft Computing, 24(2020), 5377-5387.
  6. Carpintero, C., Rosas, E., and Hussan, S., "(i; j)-!-semiopen sets and (i; j)-!-semicontinuity in bitopological spaces", CUBO A mathematical Journal, 17:3(2015), 43-51.
  7. Chen, B., "Soft semi-open sets and related properties in soft topological spaces", Applied Mathematics and Information Sciences, 7(2013), 287-294.
  8. Das, S., and Samanta, S., "Soft metric", Ann. Fuzzy Math. Inform., 6(2013), 77-94.
  9. M. El-Shafei, E., Abo-Elhamayel, M., and Al-shami, T.M.," Partial soft separation axioms and soft compact spaces", Filomat, 32:13(2018), 4755-4771.
  10. El-Shafei, M.E., and Al-shami, T.M., "Applications of partial belong and total non-belong relations on soft separation axioms and decision-making problem", Computational and Applied Mathematics, 39:3(2020), https://doi.org/10.1007/s40314-020-01161-3.
  11. El-Sheikh, S., and A. El-Latiff, A., "Characterization of b-open soft sets in soft topological spaces", Journal of new Theory. 2(2015), 8-18.
  12. Granados, C., "!-N -α-open sets and !-N -α continuity in bitopological spaces", General Letters in Mathematics., 8:2(2020), 41-50.
  13. Hdeib, H., "w-closed mappings", Rev. Colombiana Mat., 16(1982), 65-78.
  14. Kharal, A., and Ahmad, B., "Mappings of soft classes", New Math. Nat. Comput., 7(2011), 471-481.
  15. Maji, P., Biswas, R., and Roy, A., "Soft set theory", Comput. Math. Appl., 45(2003), 555-562.
  16. Molodtsov, D., "Soft set theory-first results", Global optimization, control and games. III. Comput. Math. Appl. 37(1999), 19-31.
  17. Terepeta, M., "On separation axioms and similarity of soft topological spaces", Soft Comput., 23(2019), 1049-1057.