diff --git a/sections/coherent-families.tex b/sections/coherent-families.tex
@@ -381,8 +381,9 @@ all \(i\) and \(j\).
% TODOO: What happens when i = 1?? Do we need to suppose i > 1?
% TODO: For instance, consider m = (1, 1, -2)
\item If \(m\) is singular then there exists unique \(m' \in W \cdot m\)
- and \(i\) such that \(m'_i = m'_{i + 1}\) and \((m_1', \cdots, m_i')\)
- and \((m_{i + 1}', \ldots, m_n')\) are ordered, in which case the
+ and \(i\) such that \(m'_i = m'_{i + 1}\) and \((m_1', \cdots, m_{i-1}',
+ \widehat{m_i'}, m_{i + 1}', \ldots, m_n')\) is ordered, in which
+ case the
connected component of \(m\) is given by
\[
\begin{tikzcd}[cramped, row sep=small]