Apparaît également dans la collection : 2025 - T2 - WS1 - Higher rank geometric structures, Higgs bundles and physics
We are interested in studying the behavior of geometric invariants of hyperbolic 3-manifolds as their complexity increases. A way to do so is by using probabilistic methods, that is, through the study of random manifolds. There are several models of random manifolds. In this talk, I will explain one of the principal probabilistic models for 3 dimensions and I will present a result concerning the length spectrum -the set of lengths of all closed geodesics- of a 3-manifold constructed under this model. If time allows, I will discuss in more detail an element in the spectrum with particular importance, the systole.
De Maciej Bocheński
De Brian Collier
De Brian Collier
De Brian Collier
De Samuel Bronstein
De Junming Zhang
De Sara Maloni
De Sara Maloni
De Sara Maloni
De Sara Maloni
De Leon Carvajales
De Mason Hart
De Matthew Stover
De Matthew Stover
De Matthew Stover
De Matthew Stover
De Matthew Stover
De Matthew Stover
De François Charles
De Keiji Oguiso
De Ngaiming Mok
De Sam Mellick
