1) weighted pseudo-inverse
加权伪逆
2) 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。
3) weighted group inverse
加权群逆
1.
And some new necessary and sufficient conditions for the existence of the weighted group inverse introduced by 《The existence of inverses of weighted rectangular matrices》 are proved.
而且也给出了《关于长方矩阵的加权逆的存在性》一文中提出的加权群逆的存在性的新的充分必要条件。
2.
Cen has defined a weighted group inverse of rectangular matrices.
岑建苗定义了长方阵的加权群逆:设A∈Cm×n,W∈Cn×m。
3.
In this paper the existence of w-weighted group inverse is generalized to bounded linear operators in Banach spaces,and the results are given.
将一类加权群逆的存在性推广到Banach空间有界线性算子,并给出相关结果。
4) WeightedΓ-inverse
加权Г逆
1.
WeightedΓ-inverse of Matrices and Solution of Linear Equations;
矩阵的加权Г逆与线性方程组的解
5) 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。
6) weighted generalized inverse
加权广义逆
1.
On the weighted generalized inverses for a Boolean matrix;
关于Boolean矩阵的加权广义逆
2.
On the recursive computing formulae of generalized inverse and weighted generalized inverse;
复矩阵广义逆和加权广义逆的递归计算公式
3.
A unified approach for the recursive computation of weighted generalized inverses;
加权广义逆递归计算的一种统一方法
补充资料：因侵害姓名权、肖像权、名誉权、荣誉权产生的索赔权
因侵害姓名权、肖像权、名誉权、荣誉权产生的索赔权：公民、法人的姓名权、名称权，名誉权、荣誉权、受到侵害的有权要求停止侵害，恢复名誉，消除影响，赔礼道歉，并可以要求赔偿损失。
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