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Closed #2179
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Include boolean Clock in clock-conversion list.
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HansOlsson committed May 10, 2019
1 parent f62ec3e commit 27354a8
Showing 1 changed file with 4 additions and 4 deletions.
8 changes: 4 additions & 4 deletions chapters/synchronous.tex
Original file line number Diff line number Diff line change
Expand Up @@ -953,7 +953,7 @@ \subsection{Base-clock Partitioning}\doublelabel{base-clock-partitioning}
\multicolumn{4}{p{15cm}}{\textbf{incidence}(e) = the \emph{unknown} variables, as well as
variables x in \textbf{der}(x), \textbf{pre}(x), and \textbf{previous}(x),}\\
&\multicolumn{3}{p{14cm}}{which lexically appear in e}\\
&&\multicolumn{2}{p{13cm}}{except as first argument of base-clock conversion operators: sample() and hold().}
&&\multicolumn{2}{p{13cm}}{except as first argument of base-clock conversion operators: sample() and hold() and Clock(condition,startInterval).}
\end{tabular}

The resulting set of connected components, is the partitioning of the
Expand All @@ -965,8 +965,8 @@ \subsection{Base-clock Partitioning}\doublelabel{base-clock-partitioning}
\textbf{continuous-time partitions} according to the following
properties:

A variable u in \textbf{sample}(u) and a variable y in y =
\textbf{hold}(ud) is in a continuous-time partition.
A variable u in \lstinline!sample(u)!, a variable y in y =
\lstinline!hold(ud)!, and a variable b in \lstinline!Clock(b, startInterval)! where b is of boolean type is in a continuous-time partition.

Correspondingly, variables u and y in y = \textbf{sample}(uc), y =
\textbf{subSample}(u), y = \textbf{superSample}(u), y =
Expand Down Expand Up @@ -1032,7 +1032,7 @@ \subsection{Sub-clock Partitioning}\doublelabel{sub-clock-partitioning}
\textbf{previous}(x),}\\
&\multicolumn{3}{p{14cm}}{which lexically appear in e}\\
&&\multicolumn{2}{p{13cm}}{except as first argument of sub-clock conversion operators:}\\
&&&\multicolumn{1}{p{12cm}}{subSample, superSample, shiftSample, backSample, and noClock.}
&&&\multicolumn{1}{p{12cm}}{subSample, superSample, shiftSample, backSample, noClock, and Clock with first argument of boolean type.}
\end{tabular}
The resulting set of connected components, is the partitioning of the
equations and variables, S\textsubscript{ij} =
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