Maple 7 is available for Solaris, HP-UX, IRIX, AIX, Digital UNIX / Tru64,
and linux (`redhat and suze distributions').
Mathlab 6.1 is available for AIX, Digital UNIX, HPUX, IRIX, LINUX and Solaris.
Mathematica 4.1 is available for linux/i386, /alpha and /ppc, Solaris,
DEC AXP/Tru64 Unix, HP-UX, AIX, and IRIX.
Anyone tried to run any in emulation mode on *BSD?
--
j p d (at) d s b (dot) t u d e l f t (dot) n l .
> Maple 7 is available for Solaris, HP-UX, IRIX, AIX, Digital UNIX /
> Tru64, and linux (`redhat and suze distributions').
> Mathlab 6.1 is available for AIX, Digital UNIX, HPUX, IRIX, LINUX
> and Solaris.
> Mathematica 4.1 is available for linux/i386, /alpha and /ppc,
> Solaris, DEC AXP/Tru64 Unix, HP-UX, AIX, and IRIX.
Maxima is available on many platforms; it's based on the DOE
distribution of Macsyma, which is what all of the above-mentioned
packages re-implemented.
Also available is Pari, MuPAD, REDUCE, and many others...
For a much fuller list, with relevant URLs, see:
<http://sal.kachinatech.com/A/1/>
--
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http://www.cbbrowne.com/info/oses.html
"Paranoia is not only good, it is indispensable."
-- Jim Wildman on Unix Sysadmining
<http://www.rossberry.com/jim/linux/sysadmin.html>
There are GNU/Linux versions of Mathematica, Matlab and Maple but off
course this is not free software.
You have GNU octave which is a high level language for numerical
computations mostly compatible with Matlab, developed by Jhon W. Eaton
(http://www.octave.org). There are other possibilities like Scilab,
Tela and Perl PDL.
For symbolic computations there is an Emacs mode called 'calc´ that
allows some symbolic computations. Otherwise, there is MuPAD
http://www.mupad.de/, it´s non-free but I think they give personal
licenses.
A good place to look is http://sal.kachinatech.com/
Regards,
Mario
Greg
read_t...@do.not.spam.it (jpd) wrote in message news:<slrn9uaqm7.gs...@oli252.rolahola.tudelft.nl>...
There is Maxima http://www.ma.utexas.edu/maxima.html which is an actual
derivative of Macsyma. There are also various graphical frontends for this
package.
Regards,
Mike Thompson
"Mobasher Sobhan" <mob...@yahoo.com> wrote in message
news:3be4d891...@basic.bs.webusenet.com...
> There is Maxima http://www.ma.utexas.edu/maxima.html which is an actual
> derivative of Macsyma.
And hence Macsyma is an integral of Maxima.
Anyhow, a new page for Maxima is
http://maxima.sourceforge.net
Jay