Would the Riemann Hypothesis being false affect how frequently primes occur in the number system? I want to know that if Riemann hypothesis is false (big assumption) would that lead to any effect in how frequently primes occur . Well I got this half cooked information from here: http://chat.stackexchange.com/transcript/message/21561457#21561457
And I want to get a bit more information on what was said over there.
By the way primes occur I mean that will the primes start occurring more frequently. If they start occurring more frequently, can we find out by how much? Then we might be able to relate this to the new bound which has been found between primes. That might give us a connection between the twin prime conjecture and the Riemann hypothesis.

No of course not. Distribution of primes is set in stone. If the Riemann Hypothesis being false effects the distribution of prime numbers that implies the Riemann hypothesis is true.
