In fact, I'm trying to write my own ring of complex integers.
But as I don't know much about the sage internals and desing
I wanted to ask first (and to avoid duplicating efforts)
Where can I see Joel Mohler work ?
(is in the mercurial repository)
On 3/31/07, Robert Bradshaw [EMAIL PROTECTED]
It works on 2.1.4 and 2.3 under Linux for me.
On 3/31/07, Robert Miller [EMAIL PROTECTED] wrote:
On both sage.math and my macbook, the following hangs:
--
| SAGE Version 2.4, Release Date: 2007-03-25
On Saturday 31 March 2007 10:10, Pablo De Napoli wrote:
Does Sage currently support factoring in Gaussian integers (i.e. in the
ring
Z[I] of complex numbers with integral real/imaginary parts)?
I thing this would be a nice feature to have.
In pari/gp for example this works:
? factor(5*I)
I'm now trying to write a class for the ring of Gaussian integers
(i.e: Z[i]). This ring has a rich arithmetic (see for example, Hardy-Wright)
In fact, I've already writen some basic functions and integrate it to my
local
copy of sage, but I need to work more on in.
It is writen in pure python
The general number field stuff is in sage/rings/number_fields/*. Looking
through these files should give you a sense of the general structure of
things. Note that there are special fields for quadratic extensions and
cyclotomic extensions of Q.
I would imagine that many of the Z[i]
On Saturday 31 March 2007 18:11, Pablo De Napoli wrote:
I'm now trying to write a class for the ring of Gaussian integers
(i.e: Z[i]). This ring has a rich arithmetic (see for example,
Hardy-Wright) In fact, I've already writen some basic functions and
integrate it to my local
copy of sage,
Hello guys,
If you happen to use a Mac (OS X 10.4.3 or greater) and would like
some new eye candy, I encourage you try out this new Dashboard widget
for Distributed SAGE. It is currently pointing at the DSage server I
am running on sage.math.washington.edu.
http://www.yiqiang.net/dsage/
