--- title: "Riemann Hypothesis: It's naught but trivial." authors: - resident_genius created_at: 2017-02-05 00:00:00 updated_at: 2017-02-10 00:00:00 tags: - proofs - trivial tldr: | The trivial zeros of the Zeta function are the only zeros. It's trivial. QED. ---

It has long been believed that the Riemann hypothesis is probably true, but here we assert that it is trivial.

Here is another trivially correct "hypothesis":

$ sin(x) = 1 $ only when $x = \frac{\pi}{2}\mod2\pi$.



In [2]:

    
# The following code proves the Riemann hypothesis

class RiemannHypothesis(object):
    
    is_proven = True

riemann_hypothesis = RiemannHypothesis()
riemann_hypothesis.is_proven









    Out[2]:





True