I have the application that I intend to submit here. If you can review
it by tomorrow, please do so. The deadline is Monday.
https://github.com/sympy/sympy/wiki/GSoD-2020-Organization-Application
Aaron Meurer
On Sat, May 2, 2020 at 5:57 PM S.Y. Lee wrote:
>
> I have also submitted the form to me
I have also submitted the form to mentor the program.
On Tuesday, April 14, 2020 at 5:36:55 AM UTC+9, Aaron Meurer wrote:
>
> The Google Season of Docs (GSoD) organization applications are now
> open. See https://developers.google.com/season-of-docs/docs/admin-guide.
>
> If anyone is interested
On 02/05/2020 14:20, Oscar Benjamin wrote:
I guess I haven't explained this very well. To be clear your example
sould work fine with Equation:
In [2]: a, b, k = symbols('a, b, k')
In [3]: Equation(a+k,b+k)-k
Out[3]: a = b
There needs to be a distinction between a python expression like a+b
and
Dear All,
I'm trying to integrate a multidimensional Gaussian with sympy. However,
when I perform the integration, it crashes with an error related to
polar_lift:
import sympy as sy
from sympy.abc import *
sy.init_printing()
C= sy.MatrixSymbol("C", 3, 3)
r = sy.IndexedBase("r", real = True)
a,b
On Sat, 2 May 2020 at 12:12, David Bailey wrote:
>
> On 02/05/2020 00:07, Oscar Benjamin wrote:
>
> There is a difference between having an object as part of an
> expression and having an object that supports arithmetic operations.
> Objects of type Expr support arithmetic operations and by defaul
On 02/05/2020 00:07, Oscar Benjamin wrote:
There is a difference between having an object as part of an
expression and having an object that supports arithmetic operations.
Objects of type Expr support arithmetic operations and by default the
result creates an expression involving the original ob
