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Prime numbers, diophantine equations, diophantine approximations, analytic or algebraic number theory, arithmetic geometry, Galois theory, transcendental number theory, continued fractions

0 votes
0 answers
392 views

Spiralling cycles surrounding zeros

The following came up, as a vague idea, in dialogue with a bright, female, 20 year old student of mine. It is a bit vague, but it seems that conjecture 1 is not present in the literature, which seems …
Felixson's user avatar
  • 232
6 votes
0 answers
319 views

Hoheisel's paper

Does anyone know a digital link to Hoheisel's paper: "Primzahlprobleme in der Analysis"? It appeared in the 30's, published by the Berlin Academy. There seems to be no digital version.
Felixson's user avatar
  • 232
12 votes
2 answers
1k views

Prime differences and zero multiplicity

Concerning gaps between consecutive primes, Paul Erdős conjectured that: $$\sum_{p_n < x} (p_n -p_{n-1})^2 = O(x \log x)$$ Let's call this hypothesis EH. Assuming the Riemann hypothesis (RH), Selberg …
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