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Commit fc0564f7 authored by Luigi Scarso's avatar Luigi Scarso
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clarification \mathstyle in manual (HH)

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......@@ -38,6 +38,99 @@ be used as numeric values, so you can write code like this:
\fi \fi
\stoptyping
Sometimes you won't get what you expect so a bit of explanation might help to
understand what happens. When math is parsed and expanded it gets turned into a
linked list. In a second pass the formula will be build. This has to do with the
fact that in order to determine the automatically chosen sizes (in for instance
fractions) following content can influence preceding sizes. A side effect of this
is for instance that one cannot change the definition of a font family (and
thereby reusing numbers) because the number that got used is stored and used in
the second pass (so changing \type {\fam 12} mid|-|formula spoils over to
preceding use of that family).
The style switching primitives like \type {\textstyle} are turned into nodes so
the styles set there are frozen. The \type {\mathchoice} primitive results in
four lists being constructed of which one is used in the second pass. The fact
that some automatic styles are not yet known also means that the \type
{\mathstyle} primitive expands to the current style which can of course be
different from the one really used. It's a snapshot of the first pass state. As a
consequence in the following example you get a style number (first pass) typeset
that can actually differ from the used style (second pass). In the case of a math
choice used ungrouped, the chosen style is used after the choice too, unless you
group.
\startbuffer[1]
[a:\mathstyle]\quad
\bgroup
\mathchoice
{\bf \scriptstyle (x:d :\mathstyle)}
{\bf \scriptscriptstyle (x:t :\mathstyle)}
{\bf \scriptscriptstyle (x:s :\mathstyle)}
{\bf \scriptscriptstyle (x:ss:\mathstyle)}
\egroup
\quad[b:\mathstyle]\quad
\mathchoice
{\bf \scriptstyle (y:d :\mathstyle)}
{\bf \scriptscriptstyle (y:t :\mathstyle)}
{\bf \scriptscriptstyle (y:s :\mathstyle)}
{\bf \scriptscriptstyle (y:ss:\mathstyle)}
\quad[c:\mathstyle]\quad
\bgroup
\mathchoice
{\bf \scriptstyle (z:d :\mathstyle)}
{\bf \scriptscriptstyle (z:t :\mathstyle)}
{\bf \scriptscriptstyle (z:s :\mathstyle)}
{\bf \scriptscriptstyle (z:ss:\mathstyle)}
\egroup
\quad[d:\mathstyle]
\stopbuffer
\startbuffer[2]
[a:\mathstyle]\quad
\begingroup
\mathchoice
{\bf \scriptstyle (x:d :\mathstyle)}
{\bf \scriptscriptstyle (x:t :\mathstyle)}
{\bf \scriptscriptstyle (x:s :\mathstyle)}
{\bf \scriptscriptstyle (x:ss:\mathstyle)}
\endgroup
\quad[b:\mathstyle]\quad
\mathchoice
{\bf \scriptstyle (y:d :\mathstyle)}
{\bf \scriptscriptstyle (y:t :\mathstyle)}
{\bf \scriptscriptstyle (y:s :\mathstyle)}
{\bf \scriptscriptstyle (y:ss:\mathstyle)}
\quad[c:\mathstyle]\quad
\begingroup
\mathchoice
{\bf \scriptstyle (z:d :\mathstyle)}
{\bf \scriptscriptstyle (z:t :\mathstyle)}
{\bf \scriptscriptstyle (z:s :\mathstyle)}
{\bf \scriptscriptstyle (z:ss:\mathstyle)}
\endgroup
\quad[d:\mathstyle]
\stopbuffer
\typebuffer[1]
% \typebuffer[2]
This gives:
\blank $\displaystyle \getbuffer[1]$ \blank
\blank $\textstyle \getbuffer[1]$ \blank
Using \type {\begingroup} \unknown\ \type {\endgroup} instead gives:
\blank $\displaystyle \getbuffer[2]$ \blank
\blank $\textstyle \getbuffer[2]$ \blank
This might look wrong but it's just a side effect of \type {\mathstyle} expanding
to the current (first pass) style and the number being injected in the list that
gets converted in the second pass. It all makes sense and it illustrates the
importance of grouping. In fact, the math choice style being effective afterwards
has advantages. It would be hard to get it otherwise.
\subsection{\type {\Ustack}}
There are a few math commands in \TEX\ where the style that will be used is not
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