Prague-Dresden Number Theory Day
Dresden, March 8, 2019


9:00- 9:45 Ezra Waxman (Charles University): One level density of a symplectic family of Hecke L-functions
10:00-10:45 Francois Legrand (TU Dresden): Twisted hyperelliptic curves without rational points
10:45-11:30 coffee
11:30-12:15 Nicolas Daans (U Antwerp): A new diophantine definition of Q\Z in Q
12:15-13:45 lunch
13:45-14:30 Jakub Krásenský (Charles University): Number systems in the complex plane and in lattices
14:30-15:00 coffee
15:00-15:45 Vita Kala (Charles University): Universal quadratic forms over number fields
16:00-16:45 Arno Fehm (TU Dresden): The minimal ramification problem
19:00-22:00 dinner and scientific discussions

All talks take place in REC/B214.

Abstracts of the talks