Definition of matrix null space (right)

Created almost 9 years ago, updated about 8 hours ago

The right null space is $\ker A=\{x\in\mathbb F^n:Ax=0\}$ for $A\in\mathbb F^{m\times n}$. It is a subspace of the domain with dimension $n-\operatorname{rank}A$. Its vectors describe combinations of columns that cancel to zero.

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