Covering Properties via Neutrosophic b-open Sets

Sudeep Dey, Gautam Chandra
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引用次数: 1

Abstract

The purpose of this article is to study some covering properties in neutrosophic topological spaces using neutrosophic b-open sets. We define neutrosophic b-open cover, neutrosophic b-compactness, neutrosophic countably b-compactness neutrosophic b-Lindelofness, neutrosophic local b-compactness and study various properties entangled with them. We study some covering properties involving neutrosophic continuous, neutrosophic b-continuous and neutrosophic b*-continuous functions. Lastly, we define neutrosophic base, neutrosophic subbase, neutrosophic second countability via neutrosophic b-open sets and investigate some properties.
通过嗜中性b开集覆盖性质
利用嗜中性b开集研究了嗜中性拓扑空间中的一些覆盖性质。定义了嗜中性b-开盖、嗜中性b-紧性、嗜中性可数b-紧性、嗜中性b-Lindelofness、嗜中性局部b-紧性,并研究了与之相关的各种性质。研究了中性连续函数、中性b-连续函数和中性b*-连续函数的一些覆盖性质。最后,通过嗜中性b开集定义了嗜中性基、嗜中性亚基、嗜中性次可数性,并探讨了一些性质。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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