During the preparation of my joint articles with K. Burns, H. Masur and A. Wilkinson about the rates of mixing of the Weil-Peterson geodesic flow (on moduli spaces of Riemann surfaces), we exchanged some emails with 970 more words

## Tags » Math.DG

#### Yau's conjecture of abundance of minimal hypersurfaces is generically true (in low dimensions)

Last week, my friends Fernando and André uploaded to the arXiv their remarkable paper “Denseness of minimal hypersurfaces for generic metrics” joint with 1,342 more words

#### Cusp excursions of typical Weil-Petersson like geodesics on surfaces

The geodesic flow on the unit cotangent bundle of the modular surface is intimately related to the continued fraction algorithm (see e.g. this article of 1,464 more words