Re: [PrimeNumbers] Most important conjecture?
- On Tuesday 08 February 2005 00:09, you wrote:
> There seem to be a lot of conjectures/open questions regarding theThe Riemann hypothesis.
> existence of certain collections of primes (e.g. tuplets or arithmetic
> progressions) or the infinitude of primes of certain forms (e.g. n^2+1,
> Mersenne)... Is there any one conjecture in Number Theory that if proved
> would lead us to be able to make concrete assertions about these above-
> mentioned conjectures/open questions?
If you also consider computational number theory, then settling down whether P
== NP would be equally, if not more important.
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