论文标题
$* - $开放式和$* - $* - $* - 拓扑空间中的连续性
$*-$open sets and $*-$ continuity in topological spaces
论文作者
论文摘要
在本文中，我们研究了$* - $开放的一些属性和$* - $ $封闭的空间子集。所有$* - $开放子集的集合$ x $形成$ x $的拓扑，该拓扑用$^{*} o（x）$表示。我们研究了$ x $的拓扑属性与拓扑$^{*} o（x）$和$ x $之间的关系。另外，我们介绍了$* - $连续地图的概念。
In this paper, we study some properties of $*-$open and $*-$closed subsets of a space. The collection of all $*-$open subsets of a space $X$ form a topology on $X$ which is denoted by $^{*}O(X)$. We investigate the relations between topological properties of $X$ with the topology $^{*}O(X)$ and $X$. Also, we introduce the concept of a $*-$continuous map.
