text/deligne.tex
changeset 534 2b1d52c41ac5
parent 450 56a31852242e
child 538 123a8b83e02c
equal deleted inserted replaced
531:da9bf150bf3d 534:2b1d52c41ac5
   106 (Keep in mind the case $R'_i = R_i$.)
   106 (Keep in mind the case $R'_i = R_i$.)
   107 (See Figure \ref{xdfig3}.)
   107 (See Figure \ref{xdfig3}.)
   108 \begin{figure}[t]
   108 \begin{figure}[t]
   109 $$\mathfig{.4}{deligne/dfig3a} \to \mathfig{.4}{deligne/dfig3b} $$
   109 $$\mathfig{.4}{deligne/dfig3a} \to \mathfig{.4}{deligne/dfig3b} $$
   110 \caption{Conjugating by a homeomorphism
   110 \caption{Conjugating by a homeomorphism
   111 \nn{change right $R_i$ to $R'_i$}}\label{xdfig3}
   111 \label{xdfig3}
   112 \end{figure}
   112 \end{figure}
   113 \item If $M_i = M'_i \du M''_i$ and $N_i = N'_i \du N''_i$ (and there is a
   113 \item If $M_i = M'_i \du M''_i$ and $N_i = N'_i \du N''_i$ (and there is a
   114 compatible disjoint union of $\bd M = \bd N$), we can replace
   114 compatible disjoint union of $\bd M = \bd N$), we can replace
   115 \begin{eqnarray*}
   115 \begin{eqnarray*}
   116 	(\ldots, M_{i-1}, M_i, M_{i+1}, \ldots) &\to& (\ldots, M_{i-1}, M'_i, M''_i, M_{i+1}, \ldots) \\
   116 	(\ldots, M_{i-1}, M_i, M_{i+1}, \ldots) &\to& (\ldots, M_{i-1}, M'_i, M''_i, M_{i+1}, \ldots) \\