On Tue, Feb 4, 2020 at 12:34 AM Fernando Gouvea wrote:
>
> I typically use Windows, but today I was trying to install Sage on the Mac in
> one of my classrooms. It turns out to be running OSX 10.13.6, and the only
> binaries I could find were version 8.7. I managed to download and install
> tho
I typically use Windows, but today I was trying to install Sage on the Mac
in one of my classrooms. It turns out to be running OSX 10.13.6, and the
only binaries I could find were version 8.7. I managed to download and
install those. It runs in a terminal window. The instructions say to type
notebo
On Mon, Feb 3, 2020 at 2:49 PM Murad Tukan wrote:
>
> This actually works fine. Why when running with 2 digit floating points, the
> code doesn't run? Is there any way to make it work with floats??
it's not documented properly, but looking at the source (e.g. by doing
VoronoiDiagram??)
tells you
This actually works fine. Why when running with 2 digit floating points,
the code doesn't run? Is there any way to make it work with floats??
On Monday, 3 February 2020 16:15:57 UTC+2, Matthias Koeppe wrote:
>
> Try if it works if you use rationals (-48/100) instead of floats (-0.48).
>
> On Mond
Try if it works if you use rationals (-48/100) instead of floats (-0.48).
On Monday, February 3, 2020 at 8:48:34 AM UTC-5, Murad Tukan wrote:
>
> Dear all,
>
> Computer info:
> CPU: i7-6500U @ 2.50GHZ
> Memory: 16.0GB
>
> Sage information: SageMath 9.0 (Windows, installed using the .exe file),
>
Dear all,
Computer info:
CPU: i7-6500U @ 2.50GHZ
Memory: 16.0GB
Sage information: SageMath 9.0 (Windows, installed using the .exe file),
and even on Linux version.
Platforms ran at: SageMath 9.0 Shell, SageMath 9.0 Notebook, From Python
script (and then running the command sage -python "scri
Thanks a lot Vincent. It also works.
On Mon, 3 Feb, 2020, 1:46 PM Vincent Delecroix, <20100.delecr...@gmail.com>
wrote:
> The command
>
> sage: P. = GF(2)[]
>
> is *not* declaring variables x0, x1, etc to be elements in GF(2)
> but rather *assigns* x0, x1, etc to be generators of a poynomial
> al
Thanks a lot Simon. All solved now.
On Mon, 3 Feb, 2020, 1:54 PM Simon King, wrote:
> Hi Samanta,
>
> On 2020-02-03, Samanta wrote:
> > I have defined the input variables in characteristic 2.
>
> No, you haven't, see below.
>
> > But when I assign a
> > particular value to the input, output giv
Hi Samanta,
On 2020-02-03, Samanta wrote:
> I have defined the input variables in characteristic 2.
No, you haven't, see below.
> But when I assign a
> particular value to the input, output gives the result in simple algebra
> not in characteristic 2. Here is my code:
> sage: P. = GF(2)[]
H
The command
sage: P. = GF(2)[]
is *not* declaring variables x0, x1, etc to be elements in GF(2)
but rather *assigns* x0, x1, etc to be generators of a poynomial
algebra.
sage: P. = GF(2)[]
sage: (x0 * x1 + x3 + 1)^2
x0^2*x1^2 + x3^2 + 1
If you want to use elements of GF(2) simply do
sage: K =
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