Thanks a lot. It
Best,
On Thursday, September 14, 2017 at 4:59:04 AM UTC+5:30, slelievre wrote:
>
> Wed 2017-09-13 05:11:50 UTC, Venkataraman S:
> > I am using sage 7.6. Recently installed GAP packages.
> > The following input produces pdflatex error.
> >
> > R=Pol
I am using sage 7.6. Recently installed GAP packages. The following
input produces pdflatex error.
R=PolynomialRing(RR,'x')
points=[(0,1),(1,-3),(2,33),(3,589)]
f=R.lagrange_polynomial(points)
produces the following error message.
**
ARNING: Output truncated!
full_output.tx
I vaguely remember that if one can quickly find a quadratic non-residue, one
can find a primitive root fast. I don't remember the exact connection now. Does
anybody in the group have any reference?
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The German school thinks differently. There is a different (well known)
algorithm due to Gauss. Take an arbitrary number a coprime to p. Find its
order. If it is the primitive root, we are done. If not, choose another b and
check whether order of ab is greater than the order of a. If it is, repl
ation instructions. The quick installation instructions doesn't
mention this.
Thanks,
Best regards,
On Tue, May 2, 2017 at 1:35 PM, Jan Groenewald wrote:
> Hi
>
>
>
> On 2 May 2017 at 09:57, Venkataraman S wrote:
>
>> Sage crashes in Ubuntu 17.04. I have attached the
>>
Sage crashes in Ubuntu 17.04. I have attached the
crash report. The problem seems to be with Ipython.
* SageMath version 7.6, Release Date: 2017-03-25 *
Best,
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The error message says it can't find GCC. I know it is installed because I have
also installed pari library from source. What can be the reason? The error
message says somewhere that GCC is a directory and it prints the GCC directory
*within* the sage directory tree. Could this be the reason? I
I have installed *binary version* *of sage-7.1* on my machine running *32
bit version of Debian Wheezy*.
I tried to install the sage-mode for emacs with the command
sage -i sage_mode
The command failed with the following output:
@@beginning of sage output@@
gcc: error: /home/svenkat
