| 释义 |
Determinant TheoremGiven a Matrix , the following are equivalent: - 1.
. - 2. The columns of m are linearly independent.
- 3. The rows of m are linearly independent.
- 4. Range(m) =
. - 5. Null(m) =
. - 6. m has a Matrix Inverse.
See also Determinant, Matrix Inverse, Nullspace, Range (Image)
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