David D. wrote:
> 
> Hi, I'm trying to install Fricas in Cygwin in windows vista, but I run
> into an error (posted below).  Can anyone tell me what I need to do to
> get things working?
> 
> I'm following the instructions in the INSTALL.CYGWIN file (I'm using
> the version at 
> https://fricas.svn.sourceforge.net/svnroot/fricas/trunk/INSTALL.CYGWIN,
> which I think is the right one).  Things go fine until step 5.  I get
> the first error like the instructions say I probably will, but when I
> do the second make, after a while (a couple hours) it fails with the
> error below.  I've tried three times, deleting and reinstalling cygwin
> and starting from scratch each time.  Is there something I can do to
> fix it?
> 

This error looks like know problem with Cygwin/Windows.  Cygwin needs
to put some things at specific addresses in virtual memory and
Windows is already using those addresses, making Cygwin to fail.
The only workaround I know is to close other applications and re-try.
Also, you may try building using release tarball -- build should
be much faster and probability of failure lower.

> Also, the top of the INSTALL.CYGWIN file says instead of doing it this
> way I can just install by downloading the tarball (presumably
> fricas-1.0.6.cygwin.tar.bz2).  This seems like it would be easiest,
> but I can't find detailed instructions anywhere how to do this.  Maybe
> it's supposed to be self-evident, but I'm not good with unix stuff,
> and don't know what to do.
> 

The instructions are at:

http://fricas.sourceforge.net/doc/INSTALL-bin.txt

(see bottom part of the page, first part is about Linux)

> Lastly, there's a windows installer at 
> http://axiom-wiki.newsynthesis.org/FriCASBinaries,
> which seems to work fine for me without requiring cygwin at all, but
> it is an old release.  If I may ask, why isn't this a part of the
> regular distribution?

Simple answer is that nobody did that: current Cygwin binaries were
prepared by Martin Rubey.  If somebody else prepared better binaries
I would be happy to include them in the distribution.
 
-- 
                              Waldek Hebisch
hebi...@math.uni.wroc.pl 

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