Don't end small table entries in period

chapters/functions.tex

@@ -2045,9 +2045,9 @@ \subsection{Return Type Mapping}\label{return-type-mapping}
 \lstinline!Integer! & \lstinline!int! & \lstinline!INTEGER!\\ \hline
 \lstinline!Boolean! & \lstinline!int! & \lstinline!LOGICAL!\\ \hline
 \lstinline!String! & \lstinline!const char*! & Not allowed.\\ \hline
-\lstinline!T[$\mathit{dim}_{1}$, $\ldots$, $\mathit{dim}_{n}$]! & Not allowed. & Not allowed.\\ \hline
+\lstinline!T[$\mathit{dim}_{1}$, $\ldots$, $\mathit{dim}_{n}$]! & Not allowed & Not allowed \\ \hline
 Enumeration type & \lstinline!int! & \lstinline!INTEGER!\\ \hline
-Record & See \cref{records}. & Not allowed.\\ \hline
+Record & See \cref{records} & Not allowed\\ \hline
 \end{longtable}
 
 The element type \lstinline!T! of an array can be any simple type as defined in

chapters/operatorsandexpressions.tex

@@ -392,12 +392,12 @@ \subsection{Numeric Functions and Conversion Functions}\label{numeric-functions-
 \tablehead{Expression} & \tablehead{Description} & \tablehead{Details}\\
 \hline
 \hline
-\lstinline!abs($v$)! & Absolute value (event-free). & \Cref{modelica:abs} \\
-\lstinline!sign($v$)! & Sign of argument (event-free). & \Cref{modelica:sign} \\
-\lstinline!sqrt($v$)! & Square root. & \Cref{modelica:sqrt} \\
+\lstinline!abs($v$)! & Absolute value (event-free) & \Cref{modelica:abs} \\
+\lstinline!sign($v$)! & Sign of argument (event-free) & \Cref{modelica:sign} \\
+\lstinline!sqrt($v$)! & Square root & \Cref{modelica:sqrt} \\
 \lstinline!Integer($e$)! & Conversion from enumeration to \lstinline!Integer! & \Cref{modelica:integer-of-enumeration} \\
-\lstinline!EnumTypeName($i$)! & Conversion from \lstinline!Integer! to enumeration. & \Cref{modelica:enumeration-of-integer} \\
-\lstinline!String($\ldots$)! & Conversion to \lstinline!String!. & \Cref{modelica:to-String} \\
+\lstinline!EnumTypeName($i$)! & Conversion from \lstinline!Integer! to enumeration & \Cref{modelica:enumeration-of-integer} \\
+\lstinline!String($\ldots$)! & Conversion to \lstinline!String! & \Cref{modelica:to-String} \\
 \hline
 \end{tabular}
 \end{center}
@@ -506,12 +506,12 @@ \subsection{Event Triggering Mathematical Functions}\label{event-triggering-math
 \tablehead{Expression} & \tablehead{Description} & \tablehead{Details}\\
 \hline
 \hline
-\lstinline!div($x$, $y$)! & Division with truncation toward zero. & \Cref{modelica:div} \\
-\lstinline!mod($x$, $y$)! & Integer modulus. & \Cref{modelica:mod} \\
-\lstinline!rem($x$, $y$)! & Integer remainder. & \Cref{modelica:rem} \\
-\lstinline!ceil($x$)! & Smallest integer \lstinline!Real! not less than $x$. & \Cref{modelica:ceil} \\
-\lstinline!floor($x$)! & Largest integer \lstinline!Real! not greater than $x$. & \Cref{modelica:floor} \\
-\lstinline!integer($x$)! & Largest \lstinline!Intger! not greater than $x$. & \Cref{modelica:integer} \\
+\lstinline!div($x$, $y$)! & Division with truncation toward zero & \Cref{modelica:div} \\
+\lstinline!mod($x$, $y$)! & Integer modulus & \Cref{modelica:mod} \\
+\lstinline!rem($x$, $y$)! & Integer remainder & \Cref{modelica:rem} \\
+\lstinline!ceil($x$)! & Smallest integer \lstinline!Real! not less than $x$ & \Cref{modelica:ceil} \\
+\lstinline!floor($x$)! & Largest integer \lstinline!Real! not greater than $x$ & \Cref{modelica:floor} \\
+\lstinline!integer($x$)! & Largest \lstinline!Intger! not greater than $x$ & \Cref{modelica:integer} \\
 \hline
 \end{tabular}
 \end{center}
@@ -608,19 +608,19 @@ \subsection{Built-in Mathematical Functions and External Built-in Functions}\lab
 \tablehead{Expression} & \tablehead{Description} & \tablehead{Details}\\
 \hline
 \hline
-\lstinline!sin($x$)! & Sine. & \\
-\lstinline!cos($x$)! & Cosine. & \\
-\lstinline!tan($x$)! & Tangent ($x$ shall not be: $\ldots$, -$\pi/2$, $\pi/2$, $3\pi/2$, $\ldots$). & \\
-\lstinline!asin($x$)! & Inverse sine ($-1 \le x \le 1$). & \\
-\lstinline!acos($x$)! & Inverse cosine ($-1 \le x \le 1$). & \\
-\lstinline!atan($x$)! & Inverse tangent. & \\
-\lstinline!atan2($y$, $x$)! & Principal value of the arc tangent of $y/x$. & \Cref{modelica:atan2} \\
-\lstinline!sinh($x$)! & Hyperbolic sine. & \\
-\lstinline!cosh($x$)! & Hyperbolic cosine. & \\
-\lstinline!tanh($x$)! & Hyperbolic tangent. & \\
-\lstinline!exp($x$)! & Exponential, base $\mathrm{e}$. & \\
-\lstinline!log($x$)! & Natural (base $\mathrm{e}$) logarithm ($x > 0$). & \\
-\lstinline!log10($x$)! & Base 10 logarithm ($x > 0$). & \\
+\lstinline!sin($x$)! & Sine & \\
+\lstinline!cos($x$)! & Cosine & \\
+\lstinline!tan($x$)! & Tangent ($x$ shall not be: $\ldots$, -$\pi/2$, $\pi/2$, $3\pi/2$, $\ldots$) & \\
+\lstinline!asin($x$)! & Inverse sine ($-1 \le x \le 1$) & \\
+\lstinline!acos($x$)! & Inverse cosine ($-1 \le x \le 1$) & \\
+\lstinline!atan($x$)! & Inverse tangent & \\
+\lstinline!atan2($y$, $x$)! & Principal value of the arc tangent of $y/x$ & \Cref{modelica:atan2} \\
+\lstinline!sinh($x$)! & Hyperbolic sine & \\
+\lstinline!cosh($x$)! & Hyperbolic cosine & \\
+\lstinline!tanh($x$)! & Hyperbolic tangent & \\
+\lstinline!exp($x$)! & Exponential, base $\mathrm{e}$ & \\
+\lstinline!log($x$)! & Natural (base $\mathrm{e}$) logarithm ($x > 0$) & \\
+\lstinline!log10($x$)! & Base 10 logarithm ($x > 0$) & \\
 \hline
 \end{tabular}
 \end{center}
@@ -650,15 +650,15 @@ \subsection{Derivative and Special Purpose Operators with Function Syntax}\label
 \tablehead{Expression} & \tablehead{Description} & \tablehead{Details}\\
 \hline
 \hline
-\lstinline!der($\mathit{expr}$)! & Time derivative. & \Cref{modelica:der} \\
-\lstinline!delay($\mathit{expr}$, $\ldots$)! & Time delay. & \Cref{modelica:delay} \\
-\lstinline!cardinality($c$)! & Number of occurrences in connect-equations. & \Cref{modelica:cardinality} \\
-\lstinline!homotopy($\mathit{actual}$, $\mathit{simplified}$)! & Homotpy initialization. & \Cref{modelica:homotopy} \\
-\lstinline!semiLinear($x$, $k^{+}$, $k^{-}$)! & Sign-dependent slope. & \Cref{modelica:semiLinear} \\
+\lstinline!der($\mathit{expr}$)! & Time derivative & \Cref{modelica:der} \\
+\lstinline!delay($\mathit{expr}$, $\ldots$)! & Time delay & \Cref{modelica:delay} \\
+\lstinline!cardinality($c$)! & Number of occurrences in connect-equations & \Cref{modelica:cardinality} \\
+\lstinline!homotopy($\mathit{actual}$, $\mathit{simplified}$)! & Homotpy initialization & \Cref{modelica:homotopy} \\
+\lstinline!semiLinear($x$, $k^{+}$, $k^{-}$)! & Sign-dependent slope & \Cref{modelica:semiLinear} \\
 \lstinline!inStream($v$)! & Stream variable flow into component & \Cref{modelica:inStream} \\
-\lstinline!actualStream($v$)! & Actual value of stream variable. & \Cref{modelica:actualStream} \\
-\lstinline!spatialDistribution($\ldots$)! & Variable-speed transport. & \Cref{modelica:spatialDistribution} \\
-\lstinline!getInstanceName()! & Name of instance at call site. & \Cref{modelica:getInstanceName} \\
+\lstinline!actualStream($v$)! & Actual value of stream variable & \Cref{modelica:actualStream} \\
+\lstinline!spatialDistribution($\ldots$)! & Variable-speed transport & \Cref{modelica:spatialDistribution} \\
+\lstinline!getInstanceName()! & Name of instance at call site & \Cref{modelica:getInstanceName} \\
 \hline
 \end{tabular}
 \end{center}
@@ -1218,15 +1218,15 @@ \subsection{Event-Related Operators with Function Syntax}\label{event-related-op
 \tablehead{Expression} & \tablehead{Description} & \tablehead{Details}\\
 \hline
 \hline
-\lstinline!initial()! & Predicate for the initialization phase. & \Cref{modelica:initial}\\
-\lstinline!terminal()! & Predicate for the end of a successful analysis. & \Cref{modelica:terminal}\\
-\lstinline!noEvent($\mathit{expr}$)! & Evaluate $\mathit{expr}$ without triggering events. & \Cref{modelica:noEvent}\\
-\lstinline!smooth($p$, $\mathit{expr}$)! & Treat $\mathit{expr}$ as $p$ times continuously differentiable. & \Cref{modelica:smooth}\\
-\lstinline!sample($\mathit{start}$, $\mathit{interval}$)! & Periodic triggering of events. & \Cref{modelica:event-sample}\\
-\lstinline!pre($y$)! & Left limit $y(t^{-})$ of variable $y(t)$. & \Cref{modelica:pre}\\
-\lstinline!edge($b$)! & Expands into \lstinline!($b$ and not pre($b$))!. & \Cref{modelica:edge}\\
-\lstinline!change($v$)! & Expands into \lstinline!($v$ <> pre($v$))!. & \Cref{modelica:change}\\
-\lstinline!reinit($x$, $\mathit{expr}$)! & Reinitialize $x$ with $\mathit{expr}$. & \Cref{modelica:reinit}\\
+\lstinline!initial()! & Predicate for the initialization phase & \Cref{modelica:initial}\\
+\lstinline!terminal()! & Predicate for the end of a successful analysis & \Cref{modelica:terminal}\\
+\lstinline!noEvent($\mathit{expr}$)! & Evaluate $\mathit{expr}$ without triggering events & \Cref{modelica:noEvent}\\
+\lstinline!smooth($p$, $\mathit{expr}$)! & Treat $\mathit{expr}$ as $p$ times continuously differentiable & \Cref{modelica:smooth}\\
+\lstinline!sample($\mathit{start}$, $\mathit{interval}$)! & Periodic triggering of events & \Cref{modelica:event-sample}\\
+\lstinline!pre($y$)! & Left limit $y(t^{-})$ of variable $y(t)$ & \Cref{modelica:pre}\\
+\lstinline!edge($b$)! & Expands into \lstinline!($b$ and not pre($b$))! & \Cref{modelica:edge}\\
+\lstinline!change($v$)! & Expands into \lstinline!($v$ <> pre($v$))! & \Cref{modelica:change}\\
+\lstinline!reinit($x$, $\mathit{expr}$)! & Reinitialize $x$ with $\mathit{expr}$ & \Cref{modelica:reinit}\\
 \hline
 \end{tabular}
 \end{center}

chapters/synchronous.tex

@@ -560,7 +560,7 @@ \section{Clocked State Variables}\label{clocked-state-variables}
 \tablehead{Expression} & \tablehead{Description} & \tablehead{Details}\\
 \hline
 \hline
-\lstinline!previous($u$)! & Previous value of clocked state variable. & \Cref{modelica:previous} \\
+\lstinline!previous($u$)! & Previous value of clocked state variable & \Cref{modelica:previous} \\
 \hline
 \end{tabular}
 \end{center}
@@ -591,8 +591,8 @@ \subsection{Base-clock conversion operators}\label{base-clock-conversion-operato
 \tablehead{Expression} & \tablehead{Description} & \tablehead{Details}\\
 \hline
 \hline
-\lstinline!sample($u$, $\mathit{clock}$)! & Sample continuous-time expression. & \Cref{modelica:clocked-sample} \\
-\lstinline!hold($u$)! & Zeroth order hold of clocked-time variable. & \Cref{modelica:clocked-sample} \\
+\lstinline!sample($u$, $\mathit{clock}$)! & Sample continuous-time expression & \Cref{modelica:clocked-sample} \\
+\lstinline!hold($u$)! & Zeroth order hold of clocked-time variable & \Cref{modelica:clocked-sample} \\
 \hline
 \end{tabular}
 \end{center}