Quote:
Originally Posted by Jesus Thanks for the hint
m ^2 x^m + 3 m x^m + 2 x^m = 0
(x != 0)
m^2 + 3m + 2 = 0
m = -1, m = -2
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How about :
Prove:
\sum_{n = 1}^{\infty} 1/n^s = 0 \iff \Real(s) = 1/2 where s != {-2,-4,-6...} 
Nahh... just messing with you. Just state the name of the problem  |
That's the Riemann Hypothesis.
I have a proof, but the margin is too small to contain it...