Neutrosophic Near Algebra Over Neutrosophic Field

Bhurgula Harika, K. Rajani, P. Narasimha Swamy, T. Nagaiah, L. Bhaskar
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Abstract

This piece of paper aims to learn neutrosophic near algebra and neutrosophic sub near algebra. This paper is summarized with the suitable definitions and theorems of neutrosophic near algebra and neutrosophic sub near algebra. It has also been demonstrated that the direct product of neutrosophic near algebra is a neutrosophic near algebra and the intersection of neutrosophic sub near algebra is a neutrosophic near algebra on a neutrosophic field. It also examined the union of couple of neutrosophic near algebras is a neutrosophic near algebra.
中性场上的中性近代数
本文旨在学习嗜中性近代数和嗜中性亚近代数。本文总结了嗜中性近代数和嗜中性次近代数的适当定义和定理。并证明了嗜中性邻近代数的直接积是嗜中性邻近代数,嗜中性亚邻近代数的交集是嗜中性场上的嗜中性邻近代数。并检验了一对嗜中性近代数的并并是否为嗜中性近代数。
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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