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arXiv:1707.01770math.HO

Notes on the Riemann Hypothesis

Ricardo Pérez-Marco

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Abstract

These notes were written from a series of lectures given in March 2010 at the Universidad Complutense of Madrid and then in Barcelona for the centennial anniversary of the Spanish Mathematical Society (RSME). Our aim is to give an introduction to the Riemann Hypothesis and a panoramic view of the world of zeta and L-functions. We first review Riemann's foundational article and discuss the mathematical background of the time and his possible motivations for making his famous conjecture. We discuss some of the most relevant developments after Riemann that have contributed to a better understanding of the conjecture.

arXiv comments
2 sections added, 55 pages, 6 figures
Journal reference
DOI
Subjects
math.HOHistory and Overview math.NTNumber Theory

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    • The keyword is soon, so OP simply meant current generation of LLMs are not likely to prove RH, judging from the performance shown in the paper. Why? Because such explicit numerical improvements are not that interesting, which is best summed up in a review paper [0] of our…

      handle584View on HNParent context

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