摘要
在文[1-4]的基础上,运用矩阵理论讨论了n维欧氏空间上的等角变换的判定条件和性质以及可对角化的几个必要条件,对现有结论有一定的推广.
With the theories of matrix , some judgement ways and properties of the equiangular transformation in the n-dimensional Euclid space are presented, and some necessary conditions for the diagonalizable equiangular transformation are given too, which improve the recent results in some extent.
出处
《大学数学》
2012年第6期56-59,共4页
College Mathematics
关键词
等角变换
等角矩阵
变换群
可对角化
equiangular transformation
equiangular matrix
transformation group
diagonalizable
