On prime values of binary quadratic forms with a thin variable

Mardi 25 juin 14:15-15:15 - Damaris Schindler - Utrecht et IHP

Résumé : A result of Fouvry and Iwaniec states that there are infinitely many primes of the form
x^2+y^2 where y is a prime number. In this talk we will see a generalization of this theorem
to the situation of an arbitrary primitive positive definite binary quadratic form. This is joint
work with Peter Cho-Ho Lam and Stanley Xiao.

Lieu : salle 3L15 bâtiment 307

On prime values of binary quadratic forms with a thin variable  Version PDF