Suppose the only common solution is the zero vector,I wonder what can we say about $A\in \mathbb{F}^{n\times n}$.
I know if the only common solution is the zero vector,then the rank of $\begin{pmatrix}A\\A^T\end{pmatrix}$ is $n$.
Suppose the only common solution is the zero vector,I wonder what can we say about $A\in \mathbb{F}^{n\times n}$.
I know if the only common solution is the zero vector,then the rank of $\begin{pmatrix}A\\A^T\end{pmatrix}$ is $n$.
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