On Tuesday, 10 November 2015 00:04:39 UTC+1, Aaron Meurer wrote:
>
> I'm trying to fix sympy.vector.Point so that it follows the args 
> invariant. Right now, there is a check that the parent_point must be a 
> Point instance, but it can also be None, in which case, it is set to a 
> Symbol. This causes a Point constructed in such way to not follow 
> expr.func(*expr.args) == expr. 
>

There are also some subclassing of Symbol and ignoring the parameter 
extensions:
https://github.com/sympy/sympy/blob/01b4f8d97be55746ee2abe38163b533ca5318ba7/sympy/vector/scalar.py#L14

*index* and *system *are defining parameters, they should be in the *.args*. 


Perhaps one should follow the example in *sympy.diffgeom*, 
https://github.com/sympy/sympy/blob/f3de4f3698c28355d6397e917b3d9d5bbf9c84c0/sympy/diffgeom/diffgeom.py#L467

*BaseScalarField* in *diffgeom* is the analogous of *BaseField* in 

*vector.*

>
> Example: 
>
> In [11]: from sympy.vector import * 
>
> In [12]: C = CoordSysCartesian('C') 
>
>
If I remember correctly, the letter *'C'* (the name of the coordinate 
system) doesn't get registered in the *args*, that's another issue.
 

>
> As a side note, the fact that this sort of thing exists in SymPy is 
> embarrassingly bad. We should fix test_args to test that objects are 
> recreatable from their arguments and put a moratorium on new objects 
> that don't follow that rule. 
>
>
It's a bit complicated to explain to new users how to write class 
constructors.

Mathematica has a pattern matching syntax that forces you to keep its 
equivalent of SymPy's args sorted in this particular way.

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