Hyderabad mathematician claims he has solved Riemann Hypothesis

These 'proof's do not pass muster unless they are approved in a peer-reviewed journal. And the final arbiter remains Clay Institute.

For interested people, here's the original paper: https://www.researchgate.net/publication/324828748_A_Simple_Proof_That_Even_and_Odd_Numbers_of_Prime_Factors_Occur_with_Equal_Probabilities_in_the_Factor-ization_of_Integers_and_its_Implications_for_the_Riemann_Hypothesis

As we see, that this has not even been put up at least even on arXiv since 2018 is very suspect.

Here's a summary rebuttal of the 'paper': https://empslocal.ex.ac.uk/people/staff/mrwatkin//zeta/herrington_eswaran_2018.pdf

These articles are a non-story and there is likely no 'proof' yet of the Riemann hypothesis, which btw is a fascinating conjecture with several equivalent forms. However, its most practical or well-known application may be with regards to finding the distribution of primes up to 'n'.

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