1) Drazin generalized inverse
Drazin广义逆
1.
In this paper,we give the definition of the generalized Drazin inverse of closed linear operators in Banach spaces,and study different methods of definition for Drazin generalized inverse,generalized Drazin inverse and Drazin inverse for closed linear operators in Banach spaces.
给出Banach空间中闭线性算子的广义Drazin逆的定义,讨论Banach空间中闭线性算子的Drazin广义逆,广义Drazin逆和Drazin逆的不同定义形式及它们之间的等价关系。
2.
In 1981,Qiao Sanzheng,in 1985,Cai Donghan,and in 2000,Wei Yimin have given three different expresses for the Drazin generalized inverse.
1981年,1985年,2000年,乔三正、蔡东汉、魏益民分别给出Drazin广义逆不同形式的表示。
2) generalized Drazin inverse
广义Drazin逆
1.
Characterization and perturbation of the generalized Drazin inverse for Banach space operators;
Banach空间中算子广义Drazin逆的刻画及扰动
3) Drazin inverse
Drazin逆
1.
Notes on the product of weighted Drazin inverse;
加权Drazin逆乘积的注记
2.
The Drazin inverse and the D order;
矩阵的Drazin逆及D序
3.
Applications of the Drazin inverse to homogeneous linear systems of differential equations with singular coefficients;
Drazin逆在带奇异系数的齐次线性微分系统中的应用(英文)
4) Drazin inverse of matrix
矩阵Drazin逆
1.
Drazin inverse of matrix A can be expressed by polynomial of A.
为降低多项式的次数,利用Jordan标准形理论分析了矩阵Drazin逆的结构,再由矩阵最小多项式的系数,给出了一个最低次多项式d(A)的算法,使d(A)为的Drazin的逆。
5) weighted Drazin inverse
加权Drazin逆
1.
Notes on the product of weighted Drazin inverse;
加权Drazin逆乘积的注记
2.
The generalized Bott-Duffin inverse of L-zero matrices and weighted Drazin inverse matrices are discussed in this paper.
本文给出了L-零矩阵的广义Bott-Duffin逆及矩阵的加权Drazin逆的若干性质及表达形式。
3.
At the same time,a sufficient and necessary condition for the weighted Drazin inverse(A⊙B)d,I=(Bd,W2Ip)*Ad,W1 is given.
利用矩阵的秩方法,定义了矩阵右半张量积的加权Drazin逆的反序律(Bd,W2Ip)*Ad,W1=(Bd,W2Ip)W2W1Ad,W1,并且给出矩阵右半张量积加权Drazin逆(A⊙B)d,I=(Bd,W2Ip)*Ad,W1成立的充要条件。
6) W-weighted Drazin inverse
加权Drazin逆
1.
Some results for the perturbation of the W-weighted Drazin inverse;
关于加权Drazin逆扰动的几个结果(英文)
2.
In this paper,we establish some new explicit representations of the W-weighted Drazin inverse A_(d,w)in terms of regular inverse.
给出了几个加权Drazin逆的显式表达式。
补充资料：上逆
1.由低处向上逆行。
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