$b^{\ast}_{I}$ Sets and $b^{\ast}_{I}$-Compact Ideal Spaces
DOI:
https://doi.org/10.29020/nybg.ejpam.v16i3.4855Keywords:
$b^{\ast}$-open sets, $b^{\ast}_{J}$-open sets, ideals, $b^{\ast}$-compact spaceAbstract
We came up with the concept b∗-open set which has stricter condition with respect to the notion b-open sets, introduced by Andrijevic [2] as a generalization of Levine’s [7] generalized closed sets. The condition imposes equality instead of inclusion. In this study, we gave some important properties of b∗-open sets with respect to an ideal, and b∗-compact spaces.
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