2 ms·
This is a huge result! It seems like it could be a non-trivial amount of the way towards solving the general type of problem of proving that the primes show up
by adgjlsfhk1 2y ago
This is a huge result! It seems like it could be a non-trivial amount of the way towards solving the general type of problem of proving that the primes show up with expected density for most "normal" sets of polynomials.
- LPisGood 2y agoWhat is the density of a normal set of polynomials? More importantly, how does Szemeredi theorem fit in here?
- adgjlsfhk1 2y agoby this I meant things like proving that for any polynomial (e.g. x^3+1) there are infinite primes of that form (as long as the polynomial doesn't factor), and that their density corresponds to what you'd expect from the prime number theorem.