I am using SAGE, not so much as a mathematical tool, but to make art.
With that in mind, I want to disable axes pretty much permanently.
I am currently plotting complex functions such as
sage: f(z) = z^5 + z - 1 + 1/z
sage: complex_plot(f, (-3, 3), (-3, 3))
Thanks,
Alec
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Sounds like an interesting project. Is it for school or for fun?
I'm using Sage to make art and sorta failing. If I knew more
programming I'd give it a lot more time, but sadly my only talents are
in the GIMP/Inkscape department.
Alec
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ead) if it will
> completely do it for you, though.
>
> - kcrisman
>
> http://groups.google.com/group/sage-support/browse_thread/thread/d7e7b531a67c57fd
>
> On Jul 13, 12:01 am, Alec Battles wrote:
>> I am using SAGE, not so much as a mathematical tool, but to make art.
I've tried to find info on this. Sorry if it's already been written down.
Alec
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Simon
Thanks for sending so much great info.
Alec
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URL
I've tried to find info about this. Can't find anything... Any suggestions/help?
Alec
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Sorry if there's some good reason why this would be redundant, but I
have an idea. It's a bit scary that you can't simply draw a triangle
with sage given a set of three coordinates...
Why doesn't sage make some sort of interface to KIG? It can be
scripted in python (using pykig.py), and draws geo
That's great info. Thanks.
A
On Wed, Jul 28, 2010 at 5:58 PM, kcrisman wrote:
>
>
> On Jul 28, 11:51 am, Alec Battles wrote:
>> Sorry if there's some good reason why this would be redundant, but I
>> have an idea. It's a bit scary that you can't simply
I actually think that computers are very healthy for mathematicians in
that regard. What's the use of a branch of mathematics whose functions
don't take user-defined numbers/shapes as their domain??
But given a user-defined set of points and a bunch of topological
transformations, I don't see why
Not specifically, no, but orms.mfo.de (an excellent list with frequent
updates) lists 9 projects under topology. I will do some digging
later, but feel free to help me search.
Alec
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Thanks. It looks promising. My earlier search didn't yield anything.
Alec
On Thu, Aug 5, 2010 at 2:13 PM, Justin C. Walker wrote:
>
> On Jul 29, 2010, at 06:12 , Alec Battles wrote:
>
>> Not specifically, no, but orms.mfo.de (an excellent list with frequent
>> updat
Update: I think the G. Carlsson paper, Topology and Data, is quite a
find. Thanks for suggesting the link, Justin.
Alec
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