Oh I guess that first paper was the Fu et al. :)

Aaron Meurer

On Mar 15, 2012, at 4:03 PM, Joachim Durchholz <[email protected]> wrote:

> Am 14.03.2012 13:36, schrieb Alan Bromborsky:
>> One of the current deficiencies of sympy is trig simplification. I have
>> found the attached publication on such simplification. I have emailed
>> the authors in an attempt to obtain the C# code they wrote to implement
>> their system. If I can obtain the code my suggestion is for someone to
>> convert it to python and integrate it into sympy.
>
> Huh. A paper that describes a system but remains vague about the concrete 
> heuristics that they were using, or how they arrived at the heuristics. Nor 
> do they say what textbook examples they tested it on, or how many examples 
> that were ("many"). Nor do they actually say how many examples their system 
> could solve, compared to Maple, Mathematica, etc. In other words, the paper 
> doesn't describe their approach well enough to verify their claim, and that 
> does ring an alarm bell.
>
> That said, their approach *could* work well. It's certainly worth a shot.
>
> Are there other approaches that could be considered?
> A google search for "trigonometry simplification algorithm" (without the 
> quotes) turned up some links, of which I found the following interesting (but 
> haven't checked the quality of the papers):
>
> http://rfdz.ph-noe.ac.at/fileadmin/Mathematik_Uploads/ACDCA/DESTIME2006/DES_contribs/Fu/simplification.pdf
>
> http://stackoverflow.com/questions/4643935/open-source-trigonometric-equation-simplifiers-preferably-c-based
> lists some possibly useful pages on the topic.
>
> HTH
>
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