RTG Seminar on Geometry, Dynamics and Topology Seminar
Quantitative marked length spectrum rigidity.
Wednesday, November 30, 2022
3866 East Hall Map
: The marked length spectrum of a closed Riemannian manifold of negative curvature is a function on the free homotopy classes of closed curves which assigns to each class the length of its unique geodesic representative. It is known in certain cases that the marked length spectrum determines the metric up to isometry, and this is conjectured to be true in general. In this talk, we explore to what extent the marked length spectrum on a sufficiently large finite set approximately determines the metric. Speaker(s): Karen Butt (U Michigan)
|Event Type:||Workshop / Seminar|
|Source:||Happening @ Michigan from Department of Mathematics|