Win US$ 1'000'000 easily

Just proof the Riemann Hypothesis and you will get the money.

History

The proof to the Riemann Hypothesis was included by David Hilbert in his list of the 23 most important unsolved mathematical problems of the 20th century. During the last 100 years no one was capable of proofing the hypothesis. Therefore the Clay Mathematics Institute decided to pay US$ 1'000'000 to the person solving the problem. With the use of powerful computers it was possible to proof the Riemann Hypothesis for the first 10'000'000'000'000 integers. But a general proof is still missing. So take some time and think about it. US$ 1'000'000 are waiting for you...

The Zeta Function

The Riemann Zeta Function is a complex function defined as

The Riemann Hypothesis

Riemann's hypothesis states that the zeros of the Riemann Zeta Function can be found on the upper half of the complex space Re(s)>0. The Zeta Function has the trivial zeros s = -2, -4, -6, ... Additionally it is known that all other non-trivial zeros can be found on the strip

Riemanns Hypothesis also states that they can even be found on the straight line

You can hardly believe this if you see it for the first time. Now imagine the proof...