With Texmacs in Windows XP the result of: (sqrt(x)+sqrt(y)+sqrt(z))^4 is only partialy displaied. In command mode all is OK. In MathAction it looks like this: fricas (sqrt(x)+sqrt(y)+sqrt(z))^4
Type: Expression(Integer)
With WinTeXmacs? version 1.0.5 and Axiom for Windows 0.1.4 only the second line of the result is returned, beginning with (12 z + 4 y + 4 x). work-a-round for TeXmacs --Bill Page, Wed, 18 May 2005 07:44:04 -0500 reply This seems to be a problem in the TeXmacs conversion of
LaTeX output. The output is correct if you set a shorter
Axiom output width as follows:
)set output texmacs width 3.5 This command is one of several new commands in the new OldTeXmacs interface in Axiom for Windows. In TeXmacs the command: )set output texmacs displays:
--------------------------- The texmacs Option ----------------------------
Description: options for display of AXIOM output in TeXmacs
)set output texmacs is used to control the TeXmacs-AXIOM interface
The default values are controlled by environment variable TM_AXIOM
and may be overriden by command line options.
Syntax: )set output texmacs <arg>
where arg can be one or more of
break <on>|<off> line-break algorithm
over <on>|\<off> convert 2-d \over to 1-d
cdot <on>|<off> convert \cdot to \ (space)
space <on>|<off> convert \ (space) to \,
big( <on>|<off> convert \left( \right( to ( )
width <9.99> line width in inches
<on> may be on, yes, 1
<off> may be off, no , 0
The current settings are:
break 1, over 1, cdot 1, space 0, big( 1, width 4.500
Category: Axiom on Windows => Axiom User Interface
possibly related to #300 Name:#158 Result with partial display => #158 Result with partial display in OldTeXmacs
Status: open => not reproducible
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last edited 8 years ago by test1 |
![\label{eq1}\begin{array}{@{}l}
\displaystyle
{{\left({{\left({4 \ z}+{4 \ y}+{{12}\ x}\right)}\ {\sqrt{y}}}+{{\left({4 \ z}+{{12}\ y}+{4 \ x}\right)}\ {\sqrt{x}}}\right)}\ {\sqrt{z}}}+
\
\
\displaystyle
{{\left({{12}\ z}+{4 \ y}+{4 \ x}\right)}\ {\sqrt{x}}\ {\sqrt{y}}}+{{z}^{2}}+{{\left({6 \ y}+{6 \ x}\right)}\ z}+{{y}^{2}}+{6 \ x \ y}+
\
\
\displaystyle
{{x}^{2}}](images/8989338457288647539-16.0px.png "\label{eq1}\begin{array}{@{}l}
\displaystyle
{{\left({{\left({4 \ z}+{4 \ y}+{{12}\ x}\right)}\ {\sqrt{y}}}+{{\left({4 \ z}+{{12}\ y}+{4 \ x}\right)}\ {\sqrt{x}}}\right)}\ {\sqrt{z}}}+
\
\
\displaystyle
{{\left({{12}\ z}+{4 \ y}+{4 \ x}\right)}\ {\sqrt{x}}\ {\sqrt{y}}}+{{z}^{2}}+{{\left({6 \ y}+{6 \ x}\right)}\ z}+{{y}^{2}}+{6 \ x \ y}+
\
\
\displaystyle
{{x}^{2}}")