| 释义 |
linearly independent ˈliniəliˌɪndiˈpendənt
基本例句
线性无关
We define the rank of a matrix as the number oflinearly independentrows which it contains.我们把这个矩阵的秩定义为它所包含的线性无关行的数目。
A system that can uniquely represent any unit which can be composed from alinearly independentset of base units.对于可以分解为一组线性无关的基础单位的单位可以惟一表示的系统。 |