1) schur complement matrix
弱广义Schur补
1.
Let in this paper, the definitions of E - P - generalized inverse matrix and group inverse matrix and weak schur complement matrix are given , their some properties are studied.
给出了Fq上矩阵群逆和E-P逆和E-P逆及矩阵Kronecker积的弱广义Schur补定义,并讨论了其相应的特殊性质。
2) Generalized Schur complement
广义Schur补
1.
Some inequalities involving generalized Schur complements of positive semidefinite matrices;
半正定矩阵广义Schur补的几个不等式
2.
Some results on generalized Schur complement;
矩阵广义Schur补的几点注记
3.
Lner Partial Ordering and Eigenvalue of the Generalized Schur Complement for Positive Semidefinite Hermitian Matrices;
半正定Hermitian矩阵的广义Schur补的Lner偏序和特征值
3) generalized Schur complement of matrix
矩阵的广义Schur补
4) generalized Schur coplement
广义Schur余
5) Generalized Schur algebras
广义Schur代数
6) cofinitely generalized(weakly) supplemented modules
上有限广义补(弱补)模
1.
As proper generalizations of generalized(weakly) supplemented modules,concepts of cofinitely generalized(weakly) supplemented modules and cofinitely semilocal modules were introduced,and the related properties of cofinitely generalized(weakly) supplemented modules were given.
作为广义补(弱补)模的真推广,引入上有限广义补(弱补)模,上有限半局部模的概念,并给出上有限广义补(弱补)模的相关性质。
补充资料：补可去弱
补可去弱
补可去弱 用补益药物可以治疗虚弱病证。《汤液本草》卷上：“补可以去弱，人参、羊肉之属是也。”参见补剂、补法条。
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