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[mdspan.sub] Change to "unit-stride slice for mapping" #7505

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Dec 20, 2024
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[mdspan.sub] Change to "unit-stride slice for mapping" #7505

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32 changes: 16 additions & 16 deletions source/containers.tex
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Original file line number Diff line number Diff line change
Expand Up @@ -24361,7 +24361,7 @@
\tcode{is_convertible_v<$S_k$, full_ext\-ent_t>} is \tcode{true}; and
\item
for $k$ equal to \tcode{SubExtents::rank() - 1},
$S_k$ is a unit-stride slice for \tcode{decltype(*this)};
$S_k$ is a unit-stride slice for \tcode{mapping};
\end{itemize}
\begin{note}
If the above conditions are true,
Expand All @@ -24376,17 +24376,17 @@
\end{codeblock}
if for a value $u$ for which $u+1$ is
the smallest value $p$ larger than zero
for which $S_p$ is a unit-stride slice for \tcode{decltype(*this)},
for which $S_p$ is a unit-stride slice for \tcode{mapping},
the following conditions are met:
\begin{itemize}
\item
$S_0$ is a unit-stride slice for \tcode{decltype(*this)}; and
$S_0$ is a unit-stride slice for \tcode{mapping}; and
\item
for each $k$ in the range \range{$u$ + 1}{$u$ + SubExtents::rank() - 1},
\tcode{is_convertible_v<$S_k$, full_extent_t>} is \tcode{true}; and
\item
for $k$ equal to \tcode{$u$ + SubExtents::rank() - 1},
$S_k$ is a unit-stride slice for \tcode{decltype(*this)};
$S_k$ is a unit-stride slice for \tcode{mapping};
\end{itemize}
and where \tcode{S_static} is:
\begin{itemize}
Expand Down Expand Up @@ -24437,7 +24437,7 @@
\tcode{is_convertible_v<$S_k$, full_extent_t>} is \tcode{true}; and
\item
for $k$ equal to \exposid{_rank} - \tcode{SubExtents::rank()},
$S_k$ is a unit-stride slice for \tcode{decltype(*this)};
$S_k$ is a unit-stride slice for \tcode{mapping};
\end{itemize}
\begin{note}
If the above conditions are true,
Expand All @@ -24452,19 +24452,19 @@
\end{codeblock}
if for a value $u$ for which $\exposid{rank_} - u - 2$ is
the largest value $p$ smaller than \tcode{\exposid{rank_} - 1}
for which $S_p$ is a unit-stride slice for \tcode{decltype(*this)},
for which $S_p$ is a unit-stride slice for \tcode{mapping},
the following conditions are met:
\begin{itemize}
\item
for $k$ equal to \tcode{\exposid{rank_} - 1},
$S_k$ is a unit-stride slice for \tcode{decltype(*this)}; and
$S_k$ is a unit-stride slice for \tcode{mapping}; and
\item
for each $k$ in the range
\range{\exposid{rank_} - SubExtents::rank() - $u$ + 1}{\exposid{rank_} - $u$ - 1},
\tcode{is_con\-vertible_v<$S_k$, full_extent_t>} is \tcode{true}; and
\item
for $k$ equal to \tcode{\exposid{rank_} - SubExtents::rank() - $u$},\newline
$S_k$ is a unit-stride slice for \tcode{decltype(*this)};
$S_k$ is a unit-stride slice for \tcode{mapping};
\end{itemize}
and where \tcode{S_static} is:
\begin{itemize}
Expand Down Expand Up @@ -24540,7 +24540,7 @@
\item
\tcode{SubExtents::rank() == 1} is \tcode{true} and
\item
$S_0$ is a unit-stride slice for \tcode{decltype(*this)};
$S_0$ is a unit-stride slice for \tcode{mapping};
\end{itemize}
\item
otherwise,
Expand All @@ -24550,17 +24550,17 @@
\end{codeblock}
if for a value $u$
for which \tcode{$u$ + 1} is the smallest value $p$ larger than zero
for which $S_p$ is a unit-stride slice for \tcode{decltype(*this)},
for which $S_p$ is a unit-stride slice for \tcode{mapping},
the following conditions are met:
\begin{itemize}
\item
$S_0$ is a unit-stride slice for \tcode{decltype(*this)}; and
$S_0$ is a unit-stride slice for \tcode{mapping}; and
\item
for each $k$ in the range \range{$u$ + 1}{$u$ + SubExtents::rank() - 1},
\tcode{is_convertible_v<$S_k$, full_extent_t>} is \tcode{true}; and
\item
for $k$ equal to \tcode{$u$ + SubExtents::rank() - 1},
$S_k$ is a unit-stride slice for \tcode{decltype(*this)};
$S_k$ is a unit-stride slice for \tcode{mapping};
\end{itemize}
where \tcode{S_static} is:
\begin{itemize}
Expand Down Expand Up @@ -24612,7 +24612,7 @@
\tcode{SubExtents::rank() == 1} is \tcode{true} and
\item
for $k$ equal to \tcode{\exposid{rank_} - 1},
$S_k$ is a unit-stride slice for \tcode{decltype(*this)};
$S_k$ is a unit-stride slice for \tcode{mapping};
\end{itemize}
\item
otherwise,
Expand All @@ -24623,19 +24623,19 @@
if for a value $u$
for which \tcode{\exposid{rank_} - $u$ - 2}
is the largest value p smaller than \tcode{\exposid{rank_} - 1}
for which $S_p$ is a unit-stride slice for \tcode{decltype(*this)},
for which $S_p$ is a unit-stride slice for \tcode{mapping},
the following conditions are met:
\begin{itemize}
\item
for $k$ equal to \tcode{\exposid{rank_} - 1},
$S_k$ is a unit-stride slice for \tcode{decltype(*this)}; and
$S_k$ is a unit-stride slice for \tcode{mapping}; and
\item
for each $k$ in the range
\range{\exposid{rank_} - SubExtents::rank() - $u$ + 1}{\exposid{rank_} - $u$ - 1)},
\tcode{is_convertible_v<$S_k$, full_extent_t>} is \tcode{true}; and
\item
for $k$ equal to \tcode{\exposid{rank_} - SubExtents::rank() - $u$},\newline
$S_k$ is a unit-stride slice for \tcode{decltype(*this)};
$S_k$ is a unit-stride slice for \tcode{mapping};
\end{itemize}
and where \tcode{S_static} is:
\begin{itemize}
Expand Down
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