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|    sci.math.symbolic    |    Symbolic algebra discussion    |    10,432 messages    |
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|    Message 10,223 of 10,432    |
|    =?UTF-8?B?0JLQsNC70LXRgNC40Lkg0JfQs to All    |
|    Re: specialization theorems    |
|    09 Jun 22 18:32:38    |
      From: val.zapod.vz@gmail.com              To dev of FriCAS: apparently FriCAS cannot handle the key       result of both papers, it causes infinite loop (or whatever):              integrate(x/(x^2-1/5-2*%i/5)/(x^3-x)^(1/2), x)              While it is elementary! Mathematica 13 can do it very fast, but       not in elementary functions. It is interesting WHY FullSimplify       does not see it from the math. 13 result, is it possible there is       a simplification to elementary function possible or a constant       difference in real part? Or is the result in the paper too big?       __________       The other example that Mathematica 13 solves with insanely       big result. Never seen anything like it (but again paper gives        elementary result, DID not check FriCAS):              Integrate[((5t^2+40^t+62)x+t^3+8t^2+70^t+144)/ (x−t)((2t+8)x+t^2+4t+18)(       x^3−30x−56)^(1/2),x]              P.S. After reading the papers I did not find the script to        generate those but it should be there, of course.              --- SoupGate-Win32 v1.05        * Origin: you cannot sedate... all the things you hate (1:229/2)    |
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