I was recently impressed by the Fu trigsimp algorithm that @smichr and
@pernici were working on.  It was pretty easy to implement this idea there.
 They have a lot of little functions named TR0, TR1, TR2, etc... for
different trigonometric transformations.  With just a small change to the
code we were able to get fu to print out what it was doing as it was doing
it.  A small example is below.  Bigger examples were pretty exciting.

In [1]: fu(sin(50)**2 + cos(50)**2 + sin(pi/6))
Rule: TR5
In:   sin(50)**2
Out:  -cos(50)**2 + 1

Rule: TR5
In:   sin(50)**2 + 1/2 + cos(50)**2
Out:  3/2

Out[1]: 3/2

Not all of SymPy is written this way (lots of little functions) but a
substantial refactor of our giant functions into a few smaller ones might
allow this.


On Sat, Feb 23, 2013 at 5:39 PM, Aaron Meurer <[email protected]> wrote:

> On Sat, Feb 23, 2013 at 5:45 PM, Ronan Lamy <[email protected]> wrote:
> > Le 23/02/2013 23:26, Stefan Krastanov a écrit :
> >
> >> Hi,
> >>
> >> This project was talked about a few times recently, so you can check
> >> the archive for details. Basically, one of the suggested approaches is
> >> to use the "rewrite rules and strategies" module. Feel free to suggest
> >> other interesting approaches.
> >
> >
> > I should probably have said it earlier but I think that this is a rather
> bad
> > project idea. As written, it has very little chance of turning into an
> > acceptable GSoC project.
> >
> > A major problem is that it's an idea for an application, but sympy is a
> > library: creating applications is not a goal of the project, nor is it
> > something we know how to do.
>
> You're right. If you feel it can be salvaged, please change the
> wording.  Otherwise, feel free to remove it. I don't anticipate any
> high quality applications on this one as it currently stands.
>
> Aaron Meurer
>
> >
> >
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