Fixed macros usage
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@ -47,7 +47,7 @@ $A \union B = \{a_0, \cdots, a_n, b_0, \cdots, b_m\}$
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\subsection{Power set}
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%TODO Complete subsection
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For a set $S$ such that $|S| = n \Leftrightarrow \mathbf{P}(S) = 2^n$
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For a set $S$ such that $\card{S} = n \equivalence \card{\mathbf{P}(S)} = 2^n$
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\langsubsection{Choix}{Choice}
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%TODO Complete subsection
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