摘要
给出了立体阵乘法的一个新定义,推导出新乘法满足分配律和结合律;并且给出了立体阵的转置矩阵的定义,得到了立体阵的转置矩阵的一些性质.最后给出了立体阵三种基本变换的定义和性质及其共轭矩阵的定义和性质.
In this paper, the authors give a new multiplication of the cubic matrices, and testify the associative law and the distributive law of the new multiplication are fight under the new multiplication. The authors give the definition of the transposed matrices, and get some properties of the transposed matrices. In the end, the authors give the definition and properties of the three kinds of elementary transformations. The authors give the definition and properties of the conjugated matrices.
出处
《菏泽学院学报》
2007年第2期5-7,23,共4页
Journal of Heze University
基金
山东省自然科学基金资助项目(Y2005A12)
关键词
立体阵
结合律
分配律
cubic matrix
associative law
distributive law
