$(1,2)^\star$-$g^\star$-Closed Sets
Abstract views: 85
/ 
PDF downloads: 21
Keywords:
$(1,2)^\star$-$g^\star$-closed set, $(1,2)^\star$-$g^\#$-closed set, $(1,2)^\star$-$\alpha g$-closed set, $(1,2)^\star$-T$_{1/2}$-space, $(1,2)^\star$-T$_{g}^\star$-space, $(1,2)^\star$-$_{g}$T$_{g}^\star$-spaceAbstract
The aim of this paper is to introduce a new class of sets namely $(1,2)^\star$-$g^\star$-closed sets in bitopological spaces. This class lies between the class of $\tau_{1,2}$-closed sets and the class of $(1,2)^\star$-g-closed sets. The complement of an $(1,2)^\star$-$g^\star$-closed set is called an $(1,2)^\star$-$g^\star$-open set. Moreover we introduce two new spaces namely, $(1,2)^\star$-T$_{g}^\star$-spaces and $(1,2)^\star$-$_{g}$T$_{g}^\star$-spaces.
Downloads
Published
10-12-2015
How to Cite
O. Ravi, M. Jeyaraman, M. Sajan Joseph, & R. Muthuraj. (2015). $(1,2)^\star$-$g^\star$-Closed Sets. International Journal of Mathematics And Its Applications, 3(4 - B), 59–70. Retrieved from http://ijmaa.in/index.php/ijmaa/article/view/497
Issue
Section
Research Article
License
This work is licensed under a Creative Commons Attribution-NonCommercial 4.0 International License.
