Prof. Manfred Einsiedler
ETH Zürich, Departement Mathematik
HG G 64.2
Phone: +41 44 632 3184
Room: HG G 64.2
Secretary (Mrs. M. Krämer): +41 44 632 3475
Curriculum Vitae and list of Publications.
I am mostly interested in dynamical and equidistribution problems on homogeneous spaces.
The equidistribution of closed horocycle orbits and collections of closed geodesic orbits on
the modular surface are good examples of such problems. For more examples and my concrete
research see the introductory books and papers below.
What is ... measure rigidity?
Ergodic Theory with a view towards Number Theory, joint with T. Ward. Published in the GTM series of Springer.
A simple proof of a special case of Ratner's measure classification theorem.
Entropy in ergodic theory and homogeneous dynamics, joint with E. Lindenstrauss and T. Ward. Work in progress.
Diagonal actions on locally homogeneous spaces, joint with E. Lindenstrauss.
An introduction to effective equidistribution and property (tau), describing joint work with G.Margulis and A.Venkatesh.
Functional Analysis I and II (2014/15), more information is here and the lecture notes are here.
Some previous Courses:
"Counting seminar", joint with M. Burger.
Hecke operators and quantum unique ergodicity, describing the work of E. Lindenstrauss on Arithmetic Quantum Unique Ergodicity.