| 释义 |
linear algebran.Mathematics（名词）【数学】- The branch of mathematics that deals with the theory of systems of linear equations, matrices, vector spaces, determinants, and linear transformations.线性代数：数学的一支，研究线性方程、矩阵、矢量空间及线性变换理论
- A mathematical ring and vector space with scalars from an associated field, the multiplication of which is of the form(a A ) (b B ) = (ab) ( AB ), where a and b are scalars and A and B are vectors. 线性代数：本身也是矢量空间的数学环，其无向量来自相连领域，其求法运算使得（a A ）（b B ）=（ab）（ AB ）， 其中 a 和 b 是纯量， A 和 B 是矢量
|