摘要
研究实数域的任一子域上的矩阵方程的求解问题[1].给出了它的相容条件及相容方程的解法,给出了它在矩阵分解理论与多项式理论上的应用.
Solving problem of Matrix equation is studied in the arbitrary subfield of real number field. We obtained its consistency condition and consistency equation＇s solutions, and some applications in the resolution theory of Matrix and the polynornial theory are also given in this paper.
出处
《德州学院学报》
2009年第2期1-3,共3页
Journal of Dezhou University
关键词
相容
不变因子
最小多项式
特征多项式
伴侣阵
consistence
invariant divisor
least polynomial
characteristic polynomial
adjoint Matrix
