$ (j-i)sg_\kappa^*$-closed sets and pairwise semi $ t_\omega$-axiom in bispaces

Jagannath Pal; Amar Kumar Banerjee

$ (j-i)sg_\kappa^*$-closed sets and pairwise semi $ t_\omega$-axiom in bispaces

General Topology 2021-02-16 v1

Authors: Jagannath Pal , Amar Kumar Banerjee

Abstract

Here we have introduced the ideas of $(j-i)sg_\kappa^*$ -closed sets and a semi generalized closed set in a bispace; $i,j=1,2; i\not=j$ and then have studied on pairwise semi $T_0$ -axiom, pairwise semi $T_1$ -axiom and pairwise semi $T_\omega$ -axiom. We have investigated some of their topological properties and also established a relation among these axioms under some additional conditions.

Keywords

bispace sg-closed set pairwise semi axiom topological property generalized closed set

Cite

@article{arxiv.2102.06967,
  title  = {$ (j-i)sg_\kappa^*$-closed sets and pairwise semi $ t_\omega$-axiom in bispaces},
  author = {Jagannath Pal and Amar Kumar Banerjee},
  journal= {arXiv preprint arXiv:2102.06967},
  year   = {2021}
}

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12 pages

$ (j-i)sg_\kappa^*$-closed sets and pairwise semi $ t_\omega$-axiom in bispaces

Abstract

Keywords

Cite

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