My version is on El Capitan 10.11.6
Le mercredi 27 juillet 2016 22:08:55 UTC+2, leif a écrit :
>
> Laurent Decreusefond wrote:
> > Thanks to your remarks, I realized that I had an old beta-version of
> > Xcode (7.1) which was in conflict with the actual version (7.3.1). I
, Laurent Decreusefond a écrit :
>
> I will try this one since I'm already working on a fresh, compiled from
> source, version of Sage.
>
>
>
> Le mercredi 27 juillet 2016 19:45:55 UTC+2, leif a écrit :
>>
>> Dima Pasechnik wrote:
>> > errors
wrapper script $SAGE_LOCAL/bin/as which calls
> the assembler with '-q' added to the options; see the following trac
> tickets for more details:
>
> https://trac.sagemath.org/ticket/20779
>
> https://trac.sagemath.org/ticket/20563 (same issue, i.e. with movq)
>
> (Bot
q'
error: command 'gcc' failed with exit status 1
Le dimanche 24 juillet 2016 19:31:06 UTC+2, Andrey Novoseltsev a écrit :
>
> While it is not included, you can install it yourself via pip
> (SageMathCell does it):
>
> sage -pip install seaborn
>
>
>
I recently discovered Seaborn, which is a visualization library on top
of matplotlib. It doesn't seem to be included in sage 7.2. Is there any
projet to do so ? or is there something equivalent ?
Best,
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Hi everybody,
here is the result of my session on Sage 7.2 beta0 (but I guess the problem is
not specific to that version)
> sage: var('t')
> t
> sage: integrate(exp(-2*t)/(1-exp(-2*t)),t)
> 1/2*log(e^(-2*t) - 1)
What does mean log(-1+e^(-2*t)) since the argument is negative ?
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Hi,
I’ve Mavericks installed on my Mac. The compiled version of Sage 5.12 works
perfectly (but I can’t compile it, it fails on polybori package). However, my
main problem is not that one.
I’m used to have my notebooks shared on a CloudMe folder.
Precisely I’ve two Mac with both Mavericks and s
Hi everyone,
say I have a function of both an integer n and a complex z
def f(n,z):
return z**n
For any tuple of integer (a_1,a_2, ..., a_k), (actually, k and a_i are
random), I want to form the function
z -> sum_{i=1}^k |f(a_i, z)|^2
The result must still be a function. I guess it is s
