Riemann Hypothesis and Random Walks: The Zeta Case
Riemann Hypothesis and Random Walks: The Zeta Case
In previous work it was shown that if certain series based on sums over primes of non-principal Dirichlet characters have a conjectured random walk behavior, then the Euler product formula for its $L$-function is valid to the right of the critical line $\Re (s) > \tfrac{1}{2}$, and the Riemann Hypothesis …