Hi,
It is great to have a recent snapshot of the status of Sage and a wishlist!
This summer marks the 10th year when my brother showed me Sage for
the first time at the beginning of my master (So happy I did not need to
use Maple or Matematica any more...). It is awesome to see it so
lively an
Charming slides! I could sympathize with most of your wishlist.
Many thanks that you started Sage project, around the time when I wished
something like Sage!
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On Tuesday, July 24, 2018 at 4:32:38 PM UTC-7, William wrote:
>
> On Tue, Jul 24, 2018 at 5:49 PM, Timo Kaufmann > wrote:
> > I really like your wishlist! The all-or-nothing nature of sage and the
> slow
> > startup time
> > (although it's actually more like 1.3 seconds with a warm cache
>
On Tue, Jul 24, 2018 at 5:49 PM, Timo Kaufmann wrote:
> I really like your wishlist! The all-or-nothing nature of sage and the slow
> startup time
> (although it's actually more like 1.3 seconds with a warm cache
> on my machine)
Precisely how are you benchmarking this, and what is your machine?
I really like your wishlist! The all-or-nothing nature of sage and the slow
startup time (although it's actually more like 1.3 seconds with a warm
cache on my machine) are my biggest pain points.
I'm not sure if its a good idea to separate user and developer error
messages. I'm also not convin
On 2018-07-24 22:52, John Cremona wrote:
I heard a talk today by Henri Cohen
Today? Nice coincidence :-)
The recent pari release (2.11.0)
has classical modular forms but not Hilbert. HC said that it was on his
wishlist to do similar form HMFs, and he planned to work on that with
Aurel Page,
On 24 July 2018 at 22:47, William Stein wrote:
> On Tue, Jul 24, 2018 at 4:19 PM, Jeroen Demeyer
> wrote:
> > You write in your wishlist
> >
> > Quaternion algebras over totally real fields
> >
> > What exactly do you want to do?
>
> I want to compute Hilbert modular forms over totally real fiel
On Tue, Jul 24, 2018 at 4:19 PM, Jeroen Demeyer wrote:
> You write in your wishlist
>
> Quaternion algebras over totally real fields
>
> What exactly do you want to do?
I want to compute Hilbert modular forms over totally real fields.
> PARI/GP has done a lot in that direction in
> recent years,
You write in your wishlist
Quaternion algebras over totally real fields
What exactly do you want to do? PARI/GP has done a lot in that direction
in recent years, but none of that is interfaced/used by Sage.
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If I understand correctly, thanks to the work in
- Sage Trac ticket 12426
Make Sage build with clang (3.7+) and make it the default on OS X
https://trac.sagemath.org/ticket/12426
building Sage with clang works since Sage 8.2,
but this makes Sage build with clang only under
macOS >= 10.11 "El
Note that you can run
sage -v
to get just the version; and
sage -q
to start in quiet mode (no banner).
Combining them gives a "simplified banner".
$ sage -v; sage -q
SageMath version 8.3.rc2, Release Date: 2018-07-22
sage:
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