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update: auto commit

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Yingjie Wang
2026-04-09 20:34:51 -04:00
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report.tex
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@@ -290,11 +290,11 @@
The eigenvalues are $\lambda_1 = \lambda_2 = \lambda_3 = 0$, $\lambda_4 = -1$ and $\lambda_5 = 1$. The eigenvectors are The eigenvalues are $\lambda_1 = \lambda_2 = \lambda_3 = 0$, $\lambda_4 = -1$ and $\lambda_5 = 1$. The eigenvectors are
\begin{equation} \begin{equation}
\myvec{e}_1 = \mqty(0\\0\\0\\-1\\1), \myvec{e}_1 = \mqty(1\\0\\0\\0\\0),
\myvec{e}_2 = \mqty(0\\0\\-\xi_3\\0\\\xi_1), \myvec{e}_2 = \mqty(0\\0\\-\xi_3\\0\\\xi_1),
\myvec{e}_3 = \mqty(0\\0\\-\xi_2\\\xi_1\\0), \myvec{e}_3 = \mqty(0\\0\\-\xi_2\\\xi_1\\0),
\myvec{e}_4 = \mqty(0\\-1\\0\\0\\0), \myvec{e}_4 = \mqty(0\\1\\\xi_1\\\xi_2\\\xi_3),
\myvec{e}_5 = \mqty(0\\1\\0\\0\\0). \myvec{e}_5 = \mqty(0\\-1\\\xi_1\\\xi_2\\\xi_3).
\end{equation} \end{equation}
\end{frame} \end{frame}