On Friday, October 19, 2012 3:57:42 AM UTC+1, William wrote:
> I don't know when we'll switch Sage to Python 3... maybe in a year or so.
Isn't the major missing piece matplotlib? They recently released 1.2.0.rc2
so the next stable release (which will bring py3 compatibility) is just
around the
On Fri, Oct 19, 2012 at 5:42 AM, Dima Pasechnik wrote:
>
>
> On Friday, 19 October 2012 05:13:55 UTC+8, Ken Ribet wrote:
>>
>> Thanks to everyone for the explanation of why my comparison of rational
>> numbers did not work. I'd like to make two comments:
>>
>> 1. I got into this mess by trying to
On Friday, 19 October 2012 05:13:55 UTC+8, Ken Ribet wrote:
>
> Thanks to everyone for the explanation of why my comparison of rational
> numbers did not work. I'd like to make two comments:
>
> 1. I got into this mess by trying to count points above and below the line
> in the standard textbo
On Thu, Oct 18, 2012 at 2:13 PM, Ken Ribet wrote:
> Thanks to everyone for the explanation of why my comparison of rational
> numbers did not work. I'd like to make two comments:
>
> 1. I got into this mess by trying to count points above and below the line
> in the standard textbook proof of qu
Thanks to everyone for the explanation of why my comparison of rational
numbers did not work. I'd like to make two comments:
1. I got into this mess by trying to count points above and below the line
in the standard textbook proof of quadratic reciprocity. You have two odd
primes p and q, mak
On Thu, Oct 18, 2012 at 7:00 AM, Kenneth A. Ribet wrote:
> Hi Sage Gurus,
>
> Am I doing something stupid here:
>
> sage: print 1/2 < 3/7
> sage: L=[]
> sage: for i in range(2,3):
> ... for j in range(1,2):
>
Use [a..b] (or srange(a,b+1)) instead of range(a,b+1)...
William
> ...
On 18/10/2012 15:00, Kenneth A. Ribet wrote:
Hi Sage Gurus,
Am I doing something stupid here:
sage: print 1/2 < 3/7
sage: L=[]
sage: for i in range(2,3):
... for j in range(1,2):
... L.append([i,j])
...
sage: print L
sage: for P in L:
... print P[1], P[0]
... P[1]/P[
Hi Sage Gurus,
Am I doing something stupid here:
sage: print 1/2 < 3/7
sage: L=[]
sage: for i in range(2,3):
... for j in range(1,2):
... L.append([i,j])
...
sage: print L
sage: for P in L:
... print P[1], P[0]
... P[1]/P[0] < 3/7
False
[[2, 1]]
1 2
True
In plai
