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An exact simplification challenge - 58 (MeijerG) - Victorious C12

by Vladimir Bondarenko <vb@[EMAIL PROTECTED] > Apr 28, 2008 at 05:07 AM

Hello computer algebra Fan the Earthling,

It sounds like, up to now, we the Fighters for our precious
C12-based Human Civilization show enough powers behind our
little gray cells to win the Final Battle against all those
wicked (striped!) Computers (if it happens one fine day)!

But this does not mean we should relax/rest on laurels. Our
striped enemies are difficult to understand... what if they
only pretend perfidiously that they are weak... to lull our
vigilance and undermine our will-to-win spirit??  (Frankly,
when I think about this in the night, I lose sleep over the
formidable danger!)

So, just in case, let's better we follow victorious Suvorov,
with his Field Marshal's Main Rule, Train hard, fight easy!

So, is there a Bold Warrior the Simplifier to come up with a
sequence of CAS commands to elementarize this expression and
glorify again a blessed Greek

+7/8*sqrt(Pi)*MeijerG([[1],[5/2, 5/2]],[[1, 1, 1/2],[]],-1)
+3/4*sqrt(Pi)*MeijerG([[1],[7/2, 7/2]],[[2, 2, 3/2],[]],-1)

                          ?
Best wishes,

Vladimir Bondarenko

VM and GEMM architect
Co-founder, CEO, Mathematical Director

http://www.cybertester.com/
 Cyber Tester, LLC
http://maple.bug-list.org/
  Maple Bugs Encyclopaedia
http://www.CAS-testing.org/
 CAS Testing

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like these are the way of the future."

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 1 Posts in Topic:
An exact simplification challenge - 58 (MeijerG) - Victorious C1
Vladimir Bondarenko <v  2008-04-28 05:07:15 

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tan12V112 Thu Jul 24 1:47:08 CDT 2008.