De David Fisher
When can a negatively curved manifold admit infinitely many totally geodesic submanifolds of dimension at least two? I will explain some motivations for this question coming from different parts of mathematics. I will also explain a proof of the fact that a compact manifold with a real-analytic negatively curved metric admits only finitely many totally geodesic hypersurfaces, unless it is a hyperbolic manifold. And also state a more general conjecture. This is joint work with Simion Filip and Ben Lowe.
De Bruno Santiago
De Roland Roeder
De Florent Ygouf
De Omri Solan
De Megan Roda
De Rafael Potrie
De David Fisher
De Federico Rodriguez Hertz
De Barbara Schapira
De Barbara Schapira
