Riemann hypothesis
Category: Mathematics
Status: Queued
The Riemann hypothesis conjectures that every non-trivial zero of the Riemann zeta function has real part equal to 1/2. It is the most famous open problem in mathematics and one of the seven Millennium Prize problems.
A proof would have deep consequences for the distribution of prime numbers and for analytic number theory more broadly. Numerical evidence has verified the hypothesis for trillions of zeros, but no general proof or counterexample is known.
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