A Very Brief Note on the Riemann HypothesisEasyChair Preprint 8557, version historyVersion  Date  Pages  Version notes 

1  August 3, 2022  5   2  August 6, 2022  5  Improving the manuscript with the same result and tools.  3  August 7, 2022  6  We simplified the paper: now it is easier to understand.  4  August 8, 2022  6  I improved few minor details.  5  August 12, 2022  7  We transform the conjecture into a theorem.  6  August 13, 2022  7  I made clearer the main Theorem 2: That is a proof of the Riemann Hypothesis.  7  August 14, 2022  7  We show there are infinitely many superabundant numbers.  8  August 16, 2022  7  Peerreviewed version accepted by The Conference ICRDM, 2022  9  August 23, 2022  5   10  August 24, 2022  5   11  August 31, 2022  5  I added a single detail at the end of my manuscript accepted by the conference ICRDM 2022. It is not a major or minor fix, it is just a simple detail to be able to publish it in the best possible way in the Springer journal.  12  September 4, 2022  7   13  September 7, 2022  8   14  September 9, 2022  7   15  September 14, 2022  7  We improved the last theorem.  16  September 14, 2022  7   17  September 21, 2022  6  Version to be submitted to Springer. 
Keyphrases: Riemann hypothesis, Robin's inequality, Superabundant numbers, prime numbers, sumofdivisors function 
