A short Brownian motion proof of the Riemann hypothesis

Abstract

We give a short probabilistic (a Brownian motion) proof of the Riemann hypothesis based on some surprising, unexpected and deep algebraic conjecture (MAC in short) concerning the relation between the Riemann zeta $\xi$ and a trivial zeta ${\zeta }_t$. That algebraic conjecture was firstly discovered and formulated in [MA]

26 pages