This talk will be in two parts. I will outline joint work with Daryl Cooper concerning the space of holonomies of properly convex real projective structures on manifolds whose fundamental group satisfies a few natural properties. This generalizes previous work by Benoist for closed manifolds. A key example, computed with Joan Porti, is used to illustrate the main results.
This video was produced by the Sydney Mathematical Research Institute, as part of their SMRI seminar series.
