Thanks again on your timely reply.

1. I had indeed downloaded the zip file just as a precaution.

2. On playing around with the source code , I found out that, it is because
of the unevaluated derivative , that leads to a wrong output.

But in cases like the above mentioned, I guess there should be an option,
by which we can directly integrate it , something like dsolve(d, f, hint =
'direct') .

It maybe inconsequential in cases like above , but in cases like

Derivative(x* f(x), x , x , x) , where it could give a solution by direct
integration (without preprocessing) ,and preprocessing would give a
NotImplementedError  I think it would be helpful.

This is my attempt at solving the problem,
https://github.com/sympy/sympy/pull/1814 .




On Fri, Feb 22, 2013 at 7:48 PM, Stefan Krastanov <
[email protected]> wrote:

> Hi,
>
> There are a few things that I find unclear, however I do reproduce
> this behavior.
>
> First, there is no need to download any zip files (I guess you did it
> as a precaution). Please just use git so we can use the commit hashes
> and know about what revisions of the code we are talking.
>
> Then, be aware that there is no building/compiling in python. It is
> interpreted language (there are some unimportant detail about .pyc
> caches). If you have changed the code you are using the changed
> version.
>
> Here is what I got:
>
> >>> f = f(x)
> >>> d = Derivative(x * f , x)
> >>> dsolve(d , f)
>        C₁
> f(x) = ──
>        x
> >>> dsolve(d , f , prep = False)
> f(x) = C₁
>
> I am quite sure that this happened because `d` was constructed as an
> unevaluated derivative. After
>
> d = d.doit()
>
> all works well.
>
>
> I am not sure whether this should be considered a bug. After all sympy
> permits you to construct many unevaluated objects
> (Add(evaluate=False), Mul(evaluate=False), Integral, Derivative, Sum)
> but does not promise to work well with them.
>
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-- 
Regards,
Manoj Kumar,
Mech Undergrad.
BPGC
Blog <http://manojbits.wordpress.com>

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