[Axiom-developer] RE: [Texmacs-dev] \left( and \right) conversions from LaTeX

[Page, Bill]

Joris,

On Wednesday, December 08, 2004 10:43 AM you wrote:
> >
> > I agree that TeXmacs appears to be in text mode. But the
> > $$ .... $$ markers are there, so I do not know why.
> 
> Are you sure? Try the --debug-io option under Linux
> in order to check that you really send the right thing.
> 

I modified the WinTeXmacs shortcut to include the following
two options:

"C:\Program Files\WinTeXmacs\TeXmacs\bin\tmwin.exe"
   --X-show-console --debug-io

Dan Martin previously explained to me that I can use this
method for debugging under Windows. Attached below is the
complete console output for a simple Axiom session in
WinTeXmax. As you can see, the $$ markers are present but
TeXmacs still displays the output in text mode.

Do you agree that this is a bug - at least in the Windows
version?

Since it is easy and it can use the same tm_axiom interface
I think I will see what happens with the Cygwin version
of TeXmacs.

Regards,
Bill Page.



--------------- console output ---------------

'maxima_detect' is not recognized as an internal or external command,
operable program or batch file.
TeXmacs] With linked TrueType support
TeXmacs] Launching 'tm_axiom'
[BEGIN]verbatim:[BEGIN]channel:prompt[END][BEGIN]latex:\red$\rightarrow$\
[END][
END]
----------------------------------------------------------------------------
--
[INPUT]x
[BEGIN]verbatim:
[BEGIN]latex:
$$
\displaystyle
x\leqno(1)
$$
[END][BEGIN]latex:\axiomtype{Variable
x}[END][BEGIN]channel:prompt[END][BEGIN]la
tex:\red$\rightarrow$\ [END][END]
----------------------------------------------------------------------------
--
[INPUT](1/x+y+z)^5
[BEGIN]verbatim:
[BEGIN]latex:
$$
\displaystyle





{\left(
address@hidden
\displaystyle
{{x^5}\,{z^5}}+{{\left({5 \,{x^5}\, y}+{5 \,{x^4}}\right)}\,{z^4}}+
\\
\\
\displaystyle
{{\left({{10}\,{x^5}\,{y^2}}+{{20}\,{x^4}\,
y}+{{10}\,{x^3}}\right)}\,{z^3}}+
\\
\\
\displaystyle
{{\left({{10}\,{x^5}\,{y^3}}+{{30}\,{x^4}\,{y^2}}+{{30}\,{x^3}\,
y}+{{10}\,{x^2}
}\right)}\,{z^2}}+
\\
\\
\displaystyle
{{\left({5
\,{x^5}\,{y^4}}+{{20}\,{x^4}\,{y^3}}+{{30}\,{x^3}\,{y^2}}+{{20}\,{x^2
}\, y}+{5 \, x}\right)}\, z}+{{x^5}\,{y^5}}+
\\
\\
\displaystyle
{5 \,{x^4}\,{y^4}}+{{10}\,{x^3}\,{y^3}}+{{10}\,{x^2}\,{y^2}}+{5 \, x \, y}+
1
\end{array}
\right)}\over{x^5}\leqno(2)
$$
[END][BEGIN]latex:\axiomtype{Fraction Polynomial
Integer}[END][BEGIN]channel:pro
mpt[END][BEGIN]latex:\red$\rightarrow$\ [END][END]
----------------------------------------------------------------------------
--