

Locally homogeneous flows and Anosov representations (5/5)
De Daniel Monclair


Harmonic maps in high-dimensional spheres, representations and random matrices (4/4)
De Antoine Song
Apparaît dans la collection : Not Only Scalar Curvature Seminar
The goal of this second talk will be to discuss more in detail some of the main ideas involved in the construction of the counterexamples to the Milnor conjecture. We will review the topological construction and outline the key geometric steps, with particular emphasis on those involving the mapping class group of $S^3\times S^3$. Moreover, we will describe the behavior of the asymptotic cones of the examples, in relationship with the known restrictions.