Dear Travis,
I think my code already has the function you mentioned(the function named
"basis_of_algebra" is used to build a basis, and we can plug it in the
"ideal" function to get the ideal we want, see line 53-139). I'm not sure
whether I misunderstood your advice. Anyway, thanks for your
In my opinion it's not very mathematical. If we implement powers for
vectors like this (and products, too, as some of these other packages do),
then for consistency, perhaps products and powers of matrices should behave
the same way? Ordinary matrix multiplication is much more common in
sage -c "vector([1,2,3])^2" returns with a NotImplementedError, when in
other mathematics software, the same expression will operate element-wise.
python:
>>> import numpy; numpy.array([1,2,3])**2
array([1, 4, 9])
octave:
octave:1> [1,2,3].^2
ans = 1 4 9
mathematica:
In[1]:= {1,2,3}^2
Use "./configure --enable-editable"
https://wiki.sagemath.org/ReleaseTours/sage-9.3#Editable_.28.22in-place.22.2C_.22develop.22.29_installs_of_the_Sage_library
On Saturday, June 11, 2022 at 8:16:28 AM UTC-7 dev@gmail.com wrote:
> Dear all,
>
> As it's written in the developer guide [0]:
>
>
Dear all,
As it's written in the developer guide [0]:
> Once you have made any changes you of course want to build Sage and try
out your edits. As long as you only modified the Sage library (that is,
Python and Cython files under src/sage/...) you just have to run: "./sage
-br"
Because of
