> > I opened a ticket [1] for hyperbolic geometry. I implemented a general
> > framework for the hyperbolic half plane (with point, geodesic,
> > polygons) and the action of SL(2,R).
>
> > Any help or comment welcome.
>
> > Vincent
>
> > [1]http://trac.sagemath.org/sage_trac/ticket/9439
>
> Could
On Tue, Jul 6, 2010 at 6:31 PM, Vincent D <20100.delecr...@gmail.com> wrote:
> I opened a ticket [1] for hyperbolic geometry. I implemented a general
> framework for the hyperbolic half plane (with point, geodesic,
> polygons) and the action of SL(2,R).
>
> Any help or comment welcome.
>
> Vincent
I opened a ticket [1] for hyperbolic geometry. I implemented a general
framework for the hyperbolic half plane (with point, geodesic,
polygons) and the action of SL(2,R).
Any help or comment welcome.
Vincent
[1] http://trac.sagemath.org/sage_trac/ticket/9439
PS: I do not (want to) know any Ja
Okay, I'll get to work on that
Greg
On Jun 18, 10:39 am, Jason Grout wrote:
> On 6/17/10 10:23 AM, Greg Laun wrote:
>
> > Ourgeometrylab has a good deal of existing code for hyperbolic
> >geometry, and one of my goals this summer is to port it to Sage. I
> > spoke with Bill Goldman, who heads
On 6/17/10 10:23 AM, Greg Laun wrote:
Our geometry lab has a good deal of existing code for hyperbolic
geometry, and one of my goals this summer is to port it to Sage. I
spoke with Bill Goldman, who heads the lab, and he's on board with
GPLing the code and releasing it into the Sage code base i
Our geometry lab has a good deal of existing code for hyperbolic
geometry, and one of my goals this summer is to port it to Sage. I
spoke with Bill Goldman, who heads the lab, and he's on board with
GPLing the code and releasing it into the Sage code base if that's
something people want.
Right n
The main actual problem I see for plotting is that transformation must
be relative to the ambient space. I would like to be able to see the
plane as a stereographic projection of the 2-dimensional sphere (and
then act with SL(2,C) as homography) but then the straight lines do
not correspond any mor
On May 27, 11:35 pm, Vincent D <20100.delecr...@gmail.com> wrote:
> Hello,
>
> It seems that Sage doesn't yet have tools to render nice pictures of
> hyperbolic geometry. I would like to be able to plot fundamental
> domains and tessellations for some Fuchsian groups (in the three
> standard conf
I'm sure that the army of people implementing modular forms and
related stuff in Sage will welcome such graphical capabilities for
drawing fundamental domains.
I wonder if Helena Verrill, who wrote a very nice package for drawing
fundamental domains in Magma, would be interested? I will ask her.
On 5/27/10 11:12 PM, Jason Grout wrote:
On 5/27/10 10:35 PM, Vincent D wrote:
More generally, the way sage.plot is built seems to be dedicated
mostly to function graphs. Is it possible to attach geometric objects
to an underlying space? meaning that if I have a Square attached to
the euclidean
On 5/27/10 10:35 PM, Vincent D wrote:
More generally, the way sage.plot is built seems to be dedicated
mostly to function graphs. Is it possible to attach geometric objects
to an underlying space? meaning that if I have a Square attached to
the euclidean plane, I would like to be able to act on
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