1) minimum norm generalized inverses
极小范数广义逆
1.
In this paper, we present two more general recursive relations for computing the minimum norm generalized inverses and the inverses of the Cline partitioned matrix by utilizing the minimum-norm least square method, which generalizes the existed results.
本文利用范数极小化方法给出了计算Cline分块矩阵的极小范数广义逆及逆的两个一般递推表示式,推广了已有的结果。
2) minimal norm g-inverse
最小范数广义逆
3) minimum norm g-inverse
极小范数g逆
4) maximum generalized inverse
极大广义逆
1.
Relations tetween generalized inverse,maximum generalized inverse and reciprocal generalized inverse were obtained.
主要给出了布尔群代数BG中的元有广义逆的充要条件及广义逆的结构定理 ,给出了求全部广义逆的一种算法 ,并指出了广义逆、极大广义逆与互反的广义逆间的关系 。
5) least norm
范数极小
1.
In this algorithm, three objectives, such as minimum cross-entropy, least norm and maximum entropy, were combined and then a novel dynamic weight-coefficient mechanism was adopted.
算法中折衷考虑了图像重建中最小交叉熵、范数极小化以及最大熵3个目标,并建立了一种新的动态权系数迭代法。
6) minimum-norm
极小范数
1.
In this paper,the symmetric solution with minimum-norm of the matrix equation AXB+CYD=E is considered.
本文讨论了方程AXB+CYD=E的矩阵极小范数对称解。
补充资料：逆数
1.犹预测。 2.犹言倒数。谓由后向前﹑由下至上推算。
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