From Bombieri's Mean Value Theorem to the Riemann Hypothesis

Details From Bombieri's Mean Value Theorem to the Riemann Hypothesis From Bombieri's Mean Value Theorem to the Riemann Hypothesis

2008-01-04

arxiv.org/abs/0801.0633v2

Mathematics

General Mathematics

5 pages, 0 figure

Scientific paper

From Bombieri's mean value theorem one can deduce the prime number theorem
being equivalent to the Riemann hypothesis and the least prime P(q) satisfying
P(q)= O(q^2 [ln q]^32) in any arithmetic progressions with common difference q.

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