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Some Variants of Strong Normality in Closure Spaces Generated via Relations
Journal of Mathematics ( IF 1.4 ) Pub Date : 2021-07-12 , DOI: 10.1155/2021/6917297 Ria Gupta 1 , Ananga Kumar Das 1
Journal of Mathematics ( IF 1.4 ) Pub Date : 2021-07-12 , DOI: 10.1155/2021/6917297 Ria Gupta 1 , Ananga Kumar Das 1
Affiliation
In this paper, some variants of strongly normal closure spaces obtained by using binary relation are introduced, and examples in support of existence of the variants are provided by using graphs. The relationships that exist between variants of strongly normal closure spaces and covering axioms in absence/presence of lower separation axioms are investigated. Further, closure subspaces and preservation of the properties studied under mapping are also discussed.
中文翻译:
通过关系生成的封闭空间中强正态性的一些变体
本文介绍了一些利用二元关系得到的强正规闭包空间的变体,并用图给出了支持这些变体存在的例子。研究了在不存在/存在较低分离公理的情况下,强正态闭合空间的变体与覆盖公理之间存在的关系。此外,还讨论了闭包子空间和在映射下研究的属性的保存。
更新日期:2021-07-12
中文翻译:
通过关系生成的封闭空间中强正态性的一些变体
本文介绍了一些利用二元关系得到的强正规闭包空间的变体,并用图给出了支持这些变体存在的例子。研究了在不存在/存在较低分离公理的情况下,强正态闭合空间的变体与覆盖公理之间存在的关系。此外,还讨论了闭包子空间和在映射下研究的属性的保存。