Yes, this sounds great. We can also get in touch with the people who
designed the NumPy site to see if they can share their experiences
with improving it (I work with some of the people who were on the
project and I would be happy to reach out).
Aaron Meurer
On Mon, May 25, 2020 at 11:57 PM Jason
Thanks Aaron and Jason for all the feedback, I can surely come up with a
proposal and share it with you for any more discussions.
Regards
Siddharth
On Tue, May 26, 2020, 1:04 PM Aaron Meurer wrote:
> Yes, this sounds great. We can also get in touch with the people who
> designed the NumPy site
Currently, many classes in SymPy includes Symbol in args to provide the
names to its each instance. An example for this is sympy.vector.CoordSys3D
class.
Although this can be a clever way to do it, I think this is wierd - perhaps
it's an abuse of using Symbol. As far as I know, SymPy's Symbol i
Currently, many classes in SymPy include Symbol in args to provide the
names to their instances. An example for this is sympy.vector.CoordSys3D
class.
Although this can be a clever way to do it, I think this is wierd - perhaps
it's an abuse of using Symbol. As far as I know, SymPy's Symbol is a
On 25/05/2020 23:42, Ben wrote:
You're totally correct -- Latex is ambiguous. I don't find your
observation discouraging since it is perfectly reasonable.
The issue I'm interested in tackling is the conversion of math
presented in Physics papers (e.g., .tex files on arxiv.org) to a
On Tuesday, May 26, 2020 at 7:23:42 AM UTC-4, David Bailey wrote:
>
> On 25/05/2020 23:42, Ben wrote:
>
> You're totally correct -- Latex is ambiguous. I don't find your
>> observation discouraging since it is perfectly reasonable.
>>
>
> The issue I'm interested in tackling is the conversion
I think this was discussed in the past and we decided we don't want a
String object. Unfortunately GitHub's issue search is kind of bad so
I'm having a hard time finding the discussions.
Aaron Meurer
On Tue, May 26, 2020 at 2:34 AM mcpl snu wrote:
>
> Currently, many classes in SymPy include Sym
Dear SymPy Community,
For use by my students I have built a simple definition of equations (so
far only supporting equalities) that allows them to leverage SymPy to do
algebraic rearrangements on equations the way they are used to doing it on
paper, by applying the same operation to both sides.
