mirror of
https://github.com/dhil/phd-dissertation
synced 2026-03-13 11:08:25 +00:00
Typo
This commit is contained in:
@@ -14598,7 +14598,7 @@ $N'$ such that $N' \approxa \sdtrans{N}$ and $M' \reducesto^+ N'$.
|
|||||||
$N' \approxa \sdtrans{N_\ell[V/p,\lambda y.\EC[\Return\;y]/r]}$ as
|
$N' \approxa \sdtrans{N_\ell[V/p,\lambda y.\EC[\Return\;y]/r]}$ as
|
||||||
desired.
|
desired.
|
||||||
\item Inductive step: Assume $admin(\EC')$ and
|
\item Inductive step: Assume $admin(\EC')$ and
|
||||||
$M'' \approxa \sdtrans{\ShallowHandle\;\EC[\Do\;\ell~V]\;\With\;H}$.
|
$M' \approxa \sdtrans{\ShallowHandle\;\EC[\Do\;\ell~V]\;\With\;H}$.
|
||||||
\end{enumerate}
|
\end{enumerate}
|
||||||
\end{proof}
|
\end{proof}
|
||||||
% \begin{proof}
|
% \begin{proof}
|
||||||
|
|||||||
Reference in New Issue
Block a user