On Sun, Aug 15, 2010 at 6:02 PM, Jay wrote:
> Hey there.
>
> I'm trying to get sage to use bpython as an interpreter, rather than
> ipython or vanilla python. I'm pretty sure I asked around a year ago,
> but being that a year has passed since then, has anyone tried to do
> so?
Hi,
Thanks for men
Hey there.
I'm trying to get sage to use bpython as an interpreter, rather than
ipython or vanilla python. I'm pretty sure I asked around a year ago,
but being that a year has passed since then, has anyone tried to do
so?
With SAGE_ROOT properly set, I can run `from sage.all_cmdline import
*` but
> IMHO, if a user sets up a Sage server, he should have 20 or 30 decent
> examples installed for him to look at. He may never chose to even make that
> server public. But some decent examples would still be useful. I think there
> are enough decent examples around - they just need collecting in one
On Sun, Aug 15, 2010 at 8:12 AM, Mike Witt wrote:
> Or, perhaps I'm misunderstanding what the intent of that
> field might be?
With the way it is currently used, you should think of it more as
something to record the past than to predict the future. If you look
back at past milestones, you can s
On 2010-08-15 18:59, John Cremona wrote:
> My guess is that in the prime case it's easy to find the smallest
> integer, and desirable that the 2 generators always have the form p,
> alpha in that order with p the underlying prime. But it may well be
> that PARI's idealtwoelt() function does that a
On Thursday 22 July 2010, Tom Boothby wrote:
> > I should point out that the strategy for multiplication in Tom and
> > Robert's paper http://arxiv.org/abs/0901.1413 is likely to be better.
> > Judging from the timings in that paper we are about a factor of two
> > behind them. I plan to implement/
Oups, my mistake, I closed this ticket without the right to do it.
I think it's fixed now, can anyone with the right permission take a
look at it please.
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[Perhaps better on sage-nt]
My guess is that in the prime case it's easy to find the smallest
integer, and desirable that the 2 generators always have the form p,
alpha in that order with p the underlying prime. But it may well be
that PARI's idealtwoelt() function does that anyway.
John
On 15
I have a technical question about the implementation of
NumberFieldIdeal.gens_reduced().
In sage/rings/number_field/number_field_ideal.py, there is:
def gens_reduced(self, proof=None):
[...]
except AttributeError:
K = self.number_field()
nf = K.pari_nf(
I'm curious about the intent behind the "Milestone" field in
Trac tickets. It appears (at least for tickets I've been
interested in) that this field is always set to whatever the
next coming release is. Then, after that release is done, the
milestone is (automatically?) bumped up to the next expec
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