矩阵的运算与K-复数的运算关系
Relations between matrix operations and K-complex operations
云南民族大学学报:自然科学版,2015,24(6):476-479

何萍 HP

摘要


矩阵与K-复数之间存在一定联系.在矩阵与K-复数理论基础上,讨论了矩阵转置、对称方阵、反对称矩阵、矩阵的分解、方阵的行列式及可逆矩阵与K-复数的关系.获得K-复数用矩阵表示后,它的运算可以转化为矩阵的运算.所得结果是复数中相应结果的应用. There is a certain relation between matrix and K-complex. On the basis of the matrix and K-complex theories, this paper discusses the relations between K-complex and matrix transpose, symmetric matrix and anti-symmetric matrix, matrix decomposition, matrix determinant and invertible matrix. K-complex operations can be converted into matrix calculations after K-complex is expressed in matrix. The results are the applications of the corresponding results in K-complex.

参考



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