This question was simply a result of my misreading the example on page 93,
where it says
"We first solve Pell's equation x2 5y2 = 1 with d = 5 by nding the units
of
the ring of integers of Q(sqrt(5) using Sage." Of course I should have
realized
that just finding those units will give me th
I was not sure whether your question was mathematical or
computational. Usually "Pell equation" means the +1 equation and ones
says "negative Pell equation" for the -1 version. (I once wrote a
paper "On the negative Pell equation"!). As Vincent says if you have
a solution x+y*sqrt(d) to the nega
The VM reboots automatically when Sage quits. It seems to be quitting due
to some error in your case. I'll add a check in the next version which
should be out soon, please give it a try and report back.
On Saturday, November 1, 2014 7:14:16 PM UTC, Christian M. wrote:
>
> I downloaded the Sage
This is probably http://trac.sagemath.org/ticket/15339
On Sunday, November 2, 2014 10:08:39 AM UTC, tdumont wrote:
>
> When compiling from source, I have a problem with GFX:
>
>
> ./gf2x/gf2x_mul3.h:69:19: warning: SSE vector return without SSE enabled
> changes the ABI [-Wpsabi]
> #define
When compiling from source, I have a problem with GFX:
./gf2x/gf2x_mul3.h:69:19: warning: SSE vector return without SSE enabled
changes the ABI [-Wpsabi]
#define SHL(x, r) _mm_slli_epi64((x), (r))
^
./gf2x/gf2x_mul3.h:82:12: note: in expansion of macro 'SHL'
g[2] = SHL
>
> Am Samstag, 1. November 2014 20:14:16 UTC+1 schrieb Christian M.:
>
I downloaded the Sage 6.3 owa file. I already used Virtualbox . I imported
> the .owa file and on my intel I5 with intel HD4000 Graphics and 4096 MB RAM
> WINDOWS 8.1 64bit and everything works. This was only for testing, be
