Quanta Magazine
Prof. Larry Guth and University of Oxford Prof. James Maynard have discovered a new proof for the Riemann hypothesis, which “automatically leads to better approximations of how many primes exist in short intervals on the number line, and stands to offer many other insights into how primes behave,” reports Jordana Cepelewicz for Quanta Magazine. “It’s a sensational result,” notes Rutgers University Prof. Henryk Iwaniec. “It’s very, very, very hard. But it’s a gem.”