Tel Aviv, Fall 2021
Zeev Rudnick
In detail:
Rabinowitsch (1913): n2+n+A is prime for all n=0,1,…,A-2 if (and only if ) d=1-4A is squarefree and the ring of integers of Q( √ d) has unique factorization. Source: Fendel .
Office : Schreiber 308