It means that the linear transformation squishes all of two d space on to the line where those two vectors sit, also known as the one dimensional span of those two linearly dependent vectors.
它意味着线性变换将所有二维空间压缩到这两个向量所在的直线上 也称为这两个线性相关向量的一维张成的空间。
单词 | linearly dependent vector |
释义 |
linearly dependent vector
原声例句
Linear algebra It means that the linear transformation squishes all of two d space on to the line where those two vectors sit, also known as the one dimensional span of those two linearly dependent vectors. 它意味着线性变换将所有二维空间压缩到这两个向量所在的直线上 也称为这两个线性相关向量的一维张成的空间。 |
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