二元嗜中性脆点和二元嗜中性邻域

A.G.Rose Venish, L. Vidyarani, M. M.Vigneshwaran
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引用次数: 0

摘要

作为脆脆拓扑的推广,引入了中性脆脆拓扑。本文进一步介绍了二元中性脆集,并对其性质进行了研究。鉴于中性脆点是中性邻域结构的基础,本文介绍了新的中性脆点,即二元中性脆点。由于这些新的点,在新空间中构造了二元中性邻近结构,称为二元中性脆拓扑空间。最后讨论了二元中性脆邻域的性质。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
On Binary Neutrosophic Crisp Points And Binary Neutrosophic Neighborhoods
As a generalization of crisp topology, neutrosophic crisp topology was introduced. As a progression, binary neutrosophic crisp sets were introduced in this article and their properties were also studied. With the idea that neutrosophic crisp points forms the basis for the neutrosophic neighborhood structures, new points namely binary neutrosophic crisp points were introduced in this article. Owing to the new points, binary neutrosophic neighborhood structure in the new space named as binary neutrosophic crisp topological space is framed. Eventually properties of binary neutrosophic crisp neighborhoods were discussed.
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