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rc-continuous functions and functions with rc-strongly closed graph

机译:rc连续函数和带有rc强封闭图的函数

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The family of regular closed subsets of a topological space isused to introduce two concepts concerning a functionffrom aspaceXto a spaceY. The first of them is the notion offbeing rc-continuous. One of the established results states that aspaceYis extremally disconnected if and only if eachcontinuous function from a spaceXtoYis rc-continuous. Thesecond concept studied is the notion of a functionfhaving anrc-strongly closed graph. Also one of the established resultscharacterizes rc-compact spaces (≡S-closed spaces) interms of functions that possess rc-strongly closed graph.
机译:拓扑空间的正则封闭子集族用于引入两个关于从空间X到空间Y的函数的概念。第一个是rc-continuous的概念。确定结果之一表明,当且仅当来自spaceXtoY的每个连续函数为rc连续时,spaceY才极端断开。研究的第二个概念是具有右强闭合图的函数的概念。既定结果之一也表征了具有rc紧密封闭图的函数的rc紧凑空间(≡S封闭空间)。

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