1) Left and right inverse eigenpairs
左右逆特征对
2) Left and right inverse eigenpairs problem
左右逆特征对问题
3) left and right inverse eigenvalue
左右逆特征值
1.
By means of the properties of the Hermitian-Antireflexive matrix,the least-square solution of the left and right inverse eigenvalue problem of Hermitian-Antireflexive matrix is derived and the necessary and sufficient conditions of the problem are considered and then the general expression of the solution is presented.
利用埃尔米特反自反矩阵的表示定理,推导了其最小二乘问题的表达式,并给出了左右逆特征值问题可解的充分必要条件及其解的一般表达式。
4) left and right inverse eignevalue problem
左右特征对问题
5) left and right inverse eigenvalue problem
左右逆特征值问题
1.
In 1995 Liao Anping and Guo Zhong in [1] raised a problem that a class of left and right inverse eigenvalue problem for semipositive subdefinite matrices was not touched and wanted to research.
给出了亚半正定矩阵的左右逆特征值问题有解的充要条件，并在有解时给出了解的通式。
6) the left and right eigenvalues
左右特征值
1.
The sufficient and necessary conditions for the left and right eigenvalues of symmetric and skew anti-symmetric matrices are discussed.
讨论了对称次反对称矩阵左右特征值反问题解存在的充分必要条件,给出了解的具体表达式,对于给定的矩阵,给出了存在最佳逼近解的充要条件以及最佳逼近解。
补充资料：左右是左右
1.犹言反正如此。
说明：补充资料仅用于学习参考，请勿用于其它任何用途。
参考词条