A Note on Invertible Neutrosophic Square Matrices

P. Prabakaran, Gustavo Alvarez G� G´omez, Rita Azucena Diaz Vasquez, Andr´es Le´on Yacelga
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Abstract

The purpose of this article is to study the adjoint and inverse of neutrosophic matrices, where the inverse of a neutrosophic square matrix is defined and studied in terms of neutrosophic determinant and neutrosophic adjoint. It is shown by examples that, the converse part of the result “M is invertible if and only if detM ̸= 0” is not true, proved by Mohammad Abobala et al. in.2 Also some of the properties of neutrosophic adjoint are discussed.
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可逆中性粒细胞方阵的一个注记
本文的目的是研究嗜中性矩阵的伴随矩阵和逆矩阵,其中嗜中性方阵的逆矩阵用嗜中性行列式和嗜中性伴随矩阵来定义和研究。通过实例证明,Mohammad Abobala等人在2中证明的结果“M当且仅当detM = 0可逆”的逆部分不成立并讨论了嗜中性伴随物的一些性质。
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