the prime counting function
- Gauss-Legendre conjectured that the prime counting
function of x is similar to x/ln(x).
(Or more specifically that as x approaches infinity:
pi(x)/(x/ln(x)) -> 1)
Are there other functions in number theory that are
similar to the function:
y = x/ln(x)?
Specifically I'm studying a phenomenon that appears to
y = x/ln(x+c)