On 2017-01-25 17:07, jordan.h.e...@gmail.com wrote:
Hello,
I've been trying to use cython in Jupyter and it fails to compile.
My version of Sage is 7.3. It was installe from the ppa.
I run Linux Mint.
I guess that you are missing a compiler toolchain. In your case, the
system header files
Hello,
I've been trying to use cython in Jupyter and it fails to compile.
My version of Sage is 7.3. It was installe from the ppa.
I run Linux Mint.
Here is the error message:
RuntimeError: Error compiling
/home/jordan/.sage/temp/jordan-laptop/5677/tmp_fun1sz.spyx:
running build
running
Wed 2017-01-25 11:56:54 UTC+1, João Alberto Ferreira:
> Hi!
>
> Does any one knows a function or a way to return
> the argument of a sinusoidal function? I have the
> following code and wanted to operate on the argument
> of the cosinus function.
>
> # upchirp carrier
> var('t, phi_0,
It calls the NTL library and gets the result, that's all, more or less.
Consult http://www.shoup.net/ntl/ to see how the actual hard work is done.
On Wednesday, January 25, 2017 at 10:21:06 AM UTC, Deshpande Varad
Shailendra wrote:
>
> Hello guys,
> I wanted to know how does the is_irreducible()
On Wednesday, January 25, 2017 at 3:50:33 AM UTC, pp wrote:
>
> Nope, I'm editing one file, outside Sage library.
>
Sage is Python, too :-)
Python's reload() works in Sage just as well.
See
http://stackoverflow.com/questions/1254370/reimport-a-module-in-python-while-interactive
>
> On
Hi!
Does any one knows a function or a way to return the argument of a
sinusoidal function? I have the following code and wanted to operate on the
argument of the cosinus function.
# upchirp carrier
var('t, phi_0, omega_0, omega_1, T')
k = (omega_1 - omega_0)/T; k
# linear chirp signal
Hello guys,
I wanted to know how does the is_irreducible() function in
polynomial_zz_pex work ?
The link for the function is below :
https://github.com/sagemath/sage/blob/master/src/sage/rings/polynomial/polynomial_zz_pex.pyx
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