lstinline etc

chapters/annotations.tex

@@ -568,7 +568,7 @@ \subsection{Component Instance}\doublelabel{component-instance}
 
 \subsection{Extends clause}\doublelabel{extends-clause}
 
-Each extends clause (and short class definition, as stated in \autoref{annotations-for-graphical-objects}) 
+Each extends-clause (and short-class-definition, as stated in \autoref{annotations-for-graphical-objects}) 
 may have layer specific annotations which describe
 the rendering of the base class' icon and diagram layers in the
 subclass.

chapters/arrays.tex

@@ -652,21 +652,21 @@ \subsection{Array Concatenation}\doublelabel{array-concatenation}
 \begin{itemize}
 \item
   Arrays A, B, C, ... must have the same number of dimensions, i.e.,
-  ndims(A) = ndims(B) = ...
+  \lstinline!ndims(A)! = \lstinline!ndims(B)! = ...
 \item
   Arrays A, B, C, ... must be type compatible expressions (\autoref{type-compatible-expressions})
   giving the type of the elements of the result. The maximally expanded
   types should be equivalent. Real and Integer subtypes can be mixed
   resulting in a Real result array where the Integer numbers have been
   transformed to Real numbers.
 \item
-  k has to characterize an existing dimension, i.e., 1 \textless{}= k
-  \textless{}= ndims(A) = ndims(B) = ndims(C); k shall be a parameter expression of integer type.
+  k has to characterize an existing dimension, i.e., 1 $<=$ k
+  $<=$ \lstinline!ndims(A)! = \lstinline!ndims(B)! = \lstinline!ndims(C)!; k shall be a parameter expression of \lstinline!Integer! type.
 \item
   Size matching: Arrays A, B, C, ... must have identical array sizes
-  with the exception of the size of dimension k, i.e., size(A,j) =
-  size(B,j), for 1 \textless{}= j \textless{}= ndims(A) and j
-  \textless{}\textgreater{} k.
+  with the exception of the size of dimension k, i.e., \lstinline!size(A,j)! =
+  \lstinline!size(B,j)!, for 1 $<=$  j $<=$  \lstinline!ndims(A)! and j
+  $\neq$ k.
 \end{itemize}
 
 {[}\emph{Examples}:

chapters/functions.tex

@@ -2451,10 +2451,10 @@ \subsection{Utility Functions}\doublelabel{utility-functions}
 \end{tabular}\\ \hline
 \end{longtable}
 
-The valid return values for an external function returning a string are:
+The valid return values for an external function returning a \lstinline!String! are:
 \begin{itemize}
-\item A literal string.
-\item A string given as String input to the external function
+\item A literal \lstinline!String!.
+\item A string given as \lstinline!String! input to the external function
 \item A string pointer returned by \lstinline!ModelicaAllocateString! or \lstinline!ModelicaAllocateStringWithErrorReturn!.
 \end{itemize}
 

chapters/synchronous.tex

@@ -356,6 +356,7 @@ \subsection{Argument Restrictions (Component Expression)}\doublelabel{argument-r
 
 Note that the operators defined in this chapter do not automatically vectorize,
 but some operate on arrays in a similar way.
+
 \section{Clock Constructors}\doublelabel{clock-constructors}
 
 The following overloaded constructors are available to generate clocks:
@@ -924,7 +925,7 @@ \subsection{Flattening of Model}\doublelabel{flattening-of-model}
 
 Furthermore, each non-trivial expression (non-literal, non-constant,
 non-parameter, non-variable), expr\textsubscript{i}, appearing as first
-argument of a clock conversion operator (except hold and backSample) 
+argument of a clock conversion operator (except \lstinline!hold! and \lstinline!backSample!) 
 is recursively replaced by a
 unique variable, v\textsubscript{i}, and the equation v\textsubscript{i}
 = expr\textsubscript{i} is added to the equation set.