Abstract
In this paper, aspects of generalized continuity and generalized closedness are explored. The standard material on the notions of $*g$-open, $\mathbf{g}$-open sets and some definitions and results that are needed are presented first. Then the class of $\mathcal{I}_\mathbf{g}^*$-closed sets is introduced and its fundamental properties are studied. Also, $\mathcal{I}_\mathbf{g}^*$-regular, $^*$-additive, $^*$-multiplicative, $\mathcal{I}_\mathbf{g}^*$-additive, and $\mathcal{I}_\mathbf{g}^*$-multiplicative spaces are introduced and their properties are investigated.
Citation
Wadei Al-Omeri. M. Abu-Saleem. "$\mathcal{I}_\mathbf{g}^*$-closed Sets via Ideal Topological Spaces." Missouri J. Math. Sci. 31 (2) 174 - 191, November 2019. https://doi.org/10.35834/2019/3102174
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