Re: [PrimeNumbers] A Random Walk around Powers of 10
> Let 10^n+x be the smallest PRP(prime) past 10^nThis looks like a small numbers example of the error term
> let 10^n-y be the largest PRP (prime) before 10^n
> Then f(n) = x-y and F(n) = sum f(m) for m = 1 to n
> F(n) remains negative for after n = 2652
> The conjecture is that it is always negative thereafter.
in the distribution of x and y.
I guess, it is more reasonable to assume that F(n) changes
its sign infinitely often - similar to the behaviour of
pi(x) - Li(x).