Starts 20 Jun 2017 11:00
Ends 20 Jun 2017 12:00
Central European Time
SISSA, Via Bonomea, Room 128
I will review two new strategies towards resolving the Riemann Hypothesis. One is based on an exact equation satisfied by individual zeros, whose solution is well approximated by the Lambert W function. The second uses an analogy with random walks to argue that the Euler product formula is valid to the right of the critical line. We use these ideas to calculate the google-th zero.