WINTER SCHOOL on QUANTUM  ERGODICITY  AND  HARMONIC ANALYSIS
 PROGRAM


Wednesday, January 23
Thursday, January 24
Friday, January 25

08:15 - 08:45 Registration

08:50 - 09:00 Opening


09:00 - 09:50 Pablo Ramacher
Marburg
Quantum unique ergodicity for congruence lattices over Q, I
Anke Pohl
Göttingen
Invariant measures and quantum unique ergodicity, II
Lior Silberman
Vancouver
Quantum unique ergodicity for locally symmetric spaces, IV

Coffee break
Coffee breakCoffee break
10:10 - 11:00 Anke Pohl
Göttingen
Invariant measures and quantum unique ergodicity, I
Anke Pohl
Göttingen
Invariant measures and quantum unique ergodicity , III

Lior Silberman
Vancouver
Quantum unique ergodicity for locally symmetric spaces, V
11:10 - 12:00 Pablo Ramacher
Marburg
Quantum unique ergodicity for congruence lattices over Q, II
Lior Silberman
Vancouver
Quantum unique ergodicity for locally symmetric spaces, III
Martin Olbrich
Luxembourg
Semisimple Lie groups and quantum ergodicity for vector bundles, III

Lunch break
Lunch break

Lunch break
 14:30 - 15:20 Martin Olbrich
Luxembourg
Semisimple Lie groups and quantum ergodicity for vector bundles, I
Martin Olbrich
Luxembourg
Semisimple Lie groups and quantum ergodicity for vector bundles, II
Anke Pohl
Göttingen
Invariant measures and quantum unique ergodicity, IV
 15:30 - 16:20 Lior Silberman
Vancouver
Quantum unique ergodicity for locally symmetric spaces, I
Pablo Ramacher
Marburg
Quantum unique ergodicity for congruence lattices over Q
, III
Anke Pohl
Göttingen
Invariant measures and quantum unique ergodicity, V

Coffee breakCoffee breakCoffee break
 16:40 - 17:30 Lior Silberman
Vancouver
Quantum unique ergodicity for locally symmetric spaces, II
16:40 - 17:10
Joachim Hilgert
Paderborn
Invariance properties of microlocal lifts for locally symmetric spaces

17:15 - 17:45
Jan Emonds
Paderborn
Patterson-Sullivan distribution and dynamical zeta functions
Pablo Ramacher
Marburg
Quantum unique ergodicity for congruence lattices over Q, IV

18:30 Joined dinner