%==== preamble 區
\usepackage{amsmath} %==== 正文
\begin{cases}class1 \\
class2 \\
class3
\end{cases}
如 $\begin{cases}class1 \\class2 \\class3\end{cases}$
cases環境可以 nested 也不會自動換行
複雜一點的例子是 :
\text{Groups} \begin{cases}得
\text{Cyclic Subgroups} \rightarrow \fbox{\text{Basis Theorem for Finite Abelian Groups}} \\\text{Normal Subgroups} \begin{cases}\text{Composition Series} \rightarrow \fbox{\text{Jordan-Holder Theorem}}\\\text{Simple Groups} \rightarrow \frame{\begin{tabular}[t]{c}Classification Theorem of Finite Simple Groups \\ \end{tabular} }\end{cases}\\\text{Commutator Subgroups} \rightarrow \text{Sovable Groups} \rightarrow \fbox{\text{Galois Theory}} \rightarrow \cdots\\\text{Group Actioin} \begin{cases}\fbox{\text{Group Representation Thoery}} \rightarrow \cdots\\\text{Class Equation} \rightarrow \fbox{\text{Polya Enumeration Theorem}}\end{cases}\\\text{Sylow Subgroups} \rightarrow \fbox{\text{Sylow Theorem}}\end{cases}
$\text{Groups}\begin{cases} \text{Cyclic Subgroups}\rightarrow\fbox{\text{Basis Theorem for Finite Abelian Groups}}\\ \text{Normal Subgroups} \begin{cases} \text{Composition Series} \rightarrow \text{Jordan-Holder Theorem}\\ \text{Simple Groups} \rightarrow \frame{\begin{tabular}[t]{c}Classification Theorem of Finite Simple Groups \\ \end{tabular}} \end{cases}\\ \text{Commutator Subgroups} \rightarrow \text{Sovable Groups} \rightarrow \fbox{\text{Galois Theory}} \rightarrow \cdots\\ \text{Group Actioin} \begin{cases}\fbox{\text{Group Representation Theory}} \rightarrow \cdots \\ \text{Class Equation} \rightarrow \fbox{\text{Polya Enumeration Theorem}} \end{cases}\\ \text{Sylow Subgroups} \rightarrow \fbox{\text{Sylow Theorem}}\end{cases}$
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