matrix similarity transformation

基本解釋

Application of standard form of real symmetric matrix under the orthogonal similarity transformation in matrix problems is given by examples.
通過實(shí)例探討了實(shí)對稱矩陣的正交相似變換標(biāo)準(zhǔn)形在矩陣問題中的應(yīng)用。
This paper obtained the following results:A simple solution for the similarity matrix under a similarity transformation is obtained by using a matrix polynomial.
本文得到下列結(jié)果：通過應(yīng)用矩陣多項(xiàng)式，得到一個(gè)相似變換下變換矩陣的簡便解法。
We got the standard form of nonsingular matrix over the finite field by means of BN pair decomposition under the similarity transformation of the permutation matrix.
利用有限域上一般線性群的BN對分解，給出有限域上的可逆矩陣在置換陣相似變換下的標(biāo)準(zhǔn)形。