ew video landing today (Thursday) 8pm UK timePart 2 of the Riemann Hypothesis series, this is where we will finally understand how Riemann's Hypothesis connects to the prime numbers.We begin with the prime-counting staircase, then follow Riemann’s route through Euler’s product, prime powers, the weighted prime power counting function J(x), and finally the astonishing formula showing how the zeros of the zeta function generate the “wiggles” in the distribution of primes.In other words: Gauss found the smooth curve. Riemann found the source of the fluctuations. And the Riemann Hypothesis is the claim that those fluctuations are as tightly controlled as mathematics allows.
