There is some Sage meeting this afternoon in Paris.
I have a Windows 7 installation on my laptop, I'll give a VirtualBox
installation a try, maybe I'll be more lucky than last time.
That was particularly painful to have people ready to try Sage on their
computer at a previous meeting, but being
If I make it bridged, what is the IP address I'd use?
stop the sage notebook server (with Ctr-C) and type ifconfig. This should
show you your IP address on the network.
It should also show in the startup message of the notebook server.
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I would doubt it very much. I imagine the same techniques as Fr\ohlich,A.
Shepherdson,J.C., Effective Procedures in Field Theory. Phil, Trans. Roy.
Soc. Ser. A 248(1955-6) pp. 407-432, can be used to construct a ring which
has nontrivial idempotents iss we can determine membership in a
On 18 April 2012 15:50, diophan rdeberh...@gmail.com wrote:
I'll check out the reference. If it makes the situation any better the ring
is a quotient of a polynomial ring over a finite field.
If it's a quotient of a one-variable polynomial ring, you can just
factor the defining polynomial,
It's multivariate (sorry I didn't specify), so being irreducible and having
no non-trivial idempotents aren't equivalent.
On Wednesday, April 18, 2012 4:04:04 PM UTC-4, David Loeffler wrote:
On 18 April 2012 15:50, diophan rdeberh...@gmail.com wrote:
I'll check out the reference. If it makes
Hi Robert, thanks for taking an interest in my problem! I've been
unwell, and could not respond sooner. I can't put an __init__.py file
in the top-level /site-packages directory as far as I am aware, and
I'm not sure that would be a sensible thing to do to my users...
I think my original email
