#7013: [with patch, needs work] prime_pi and nth_prime
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Reporter: kevin.stueve | Owner: kevin.stueve
Type: enhancement | Status: needs_work
Priority: major | Milestone: sage-4.3
Component: number theory | Keywords: primes, sieve, table,LMO
Work_issues: | Author: Kevin Stueve
Upstream: N/A | Reviewer: was,robertwb,GeorgSWeber
Merged: |
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Comment(by kevin.stueve):
Replying to [comment:28 GeorgSWeber]:
> Finally, I admit myself to post one off-topic message.
>
> My diploma thesis from 1997 was about the Odlyzko bounds for algebraic
number fields. A main part dealt with the so-called "explicit formulae",
see e.g. chapters three and four in S. Patterson, "An introduction to the
Riemann zeta-function", Cambridge studies in advanced mathematics; 14.
>
> Until I read your writeup, I didn't knew about the What is Riemann's
Hypothesis? (Draft)
> from Barry Mazur and William --- the fourth version of the formulations
of the RH (in their counting) is intimately related to the "explicit
formulae" and their applications.
> And of course to Li, prime counting, and so on ...
Thanks! I just purchased that book from Amazon. What does the 14
represent? Is it a page number? Do you have an electronic copy of your
1997 thesis? I did a Google search and wasn't able to find it.
Kevin Stueve
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Ticket URL: <http://trac.sagemath.org/sage_trac/ticket/7013#comment:31>
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