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authorAndrew Guschin <guschin.drew@gmail.com>2022-12-19 20:53:20 +0400
committerAndrew Guschin <guschin.drew@gmail.com>2022-12-19 20:53:20 +0400
commit2dfb154ed9ea49a7de1f2d77d9ed7a4be0b2e523 (patch)
treee5a8157b63253da599e9f3bcc18c84b3448513bb /cryptography/lectures/lecture12.tex
parentb06e015a606034cbb2363a9989192895aa27a4d3 (diff)
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@@ -55,7 +55,7 @@ A^\lambda, 1 \leq \lambda \leq L$, и любой подстановки $e \in E
только тогда, когда для любого $\lambda \in \overline{1, L}$, любых $x, y \in
A^\lambda$ и любого $e \in E$ выполняется равенство
\begin{equation*}
- \mu(e^{-1} x, e^{-1} y) \mu(x, y) \quad (9)
+ \mu(e^{-1} x, e^{-1} y) = \mu(x, y) \quad (9)
\end{equation*}
\end{statement}