实矩阵的正交相似标准形

Real Similar to the Standard Form of Orthogonal Matrix

通过对实数域上矩阵当特征值全为实数、全为虚数和既有实数又有虚数的情形下矩阵的正交相似标准形研究,得到了任意实矩阵正交相似标准形的具体形式,对矩阵的标准形的内容进行了补充。

The real number field Matrix Orthogonal similar standard form is studied,it is obtained that when the eigenvalues are all real numbers,they are all imaginary and both the real numbers have imaginary case,matrix orthogonal similar standards shaped specific form