|
From: Richard F. <fa...@be...> - 2019-09-30 21:33:57
|
I looked at this paper, but did not study it closely. It makes substantial use of symbolic math (sympy) to simplify the random expressions it generates. Given such an expression S, it then differentiates it, to get dS. It then essentially memorizes that the integral of dS is S. The test set offered to this "ML" program, to Mathematica, and to Matlab is to integrate the examples dS1, dS2, ..... (at least it looks that way to me...) On this rather artificial set, the ML program does much better than the CAS programs. My guess is that for one of the integration problem sets used to compare CAS capabilities, this ML program would get about 0%. Another task, solving ODEs, is also posed. Given that this example of ML requires a simplifier, and the test set is 100% biased, I think this is not going to be of interest in the symbolic math system building community. Has anyone else looked at this paper?. RJF On 9/29/19 5:58 PM, Elias Mårtenson wrote: > Here's a paper titled “Deep learning for symbolic mathematics” that > might be of interest to the members of this mailing list. > > https://openreview.net/pdf?id=S1eZYeHFDS > > Regards, > Elias > > > _______________________________________________ > Maxima-discuss mailing list > Max...@li... > https://lists.sourceforge.net/lists/listinfo/maxima-discuss |