Presented By: Department of Mathematics
RTG Seminar on Geometry, Dynamics and Topology Seminar
More on Duke's Theorem - dynamical approach
This will be the second lecture in a series around Duke's (Linnik-Skubenko) celebrated theorem regarding equidistribution of packets of closed geodesics in the modular surface.
I discussed the analytical approach last time. Now I will set the stage for the ingredients in the dynamical proof of the theorem by Einsiedler-Lindenstrauss-Michel-Venkatesh, namely I will start discussing the topics of metric entropy, estimates related to Bowen balls and Linnik's basic lemma.
This sell be on zoom: umich.zoom.us/j/92258297975
no password needed.
Speaker(s): Asaf Katz (U Michigan)
I discussed the analytical approach last time. Now I will set the stage for the ingredients in the dynamical proof of the theorem by Einsiedler-Lindenstrauss-Michel-Venkatesh, namely I will start discussing the topics of metric entropy, estimates related to Bowen balls and Linnik's basic lemma.
This sell be on zoom: umich.zoom.us/j/92258297975
no password needed.
Speaker(s): Asaf Katz (U Michigan)
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