Schedule

• Sep 14

  Pu Yu (NYU)

  Note: Starting at 4:00 PM

  Convergence of tree-weighted maps under Riemann uniformization embedding

  Abstract: One natural way to draw a planar map is to use the Riemann uniformization embedding, where one views each face of degree p as a unit side length regular p-gon, and glue them all together to create a Riemann surface. In this talk, we show that under a conformal map, the Riemann surface encoded by spanning tree weighted maps is close to the SLE_8-decorated \sqrt{2}-Liouville quantum gravity surface encoded by Duplantier-Miller-Sheffield's mating-of-trees. Based on joint work with Nina Holden.

• Sep 21

• Sep 28

  Jeanne Boursier (MIT)

• Oct 5

  Sky Cao (U Penn)

• Oct 12

  Indigenous People's day

• Oct 19

  Ben Schweinhart (George Mason U)

• Oct 26

  Oanh Nguyen (Brown)

• Nov 2

• Nov 9

  William Da Silva (University of Vienna)

• Nov 16

  Jorge Garza Vargas (MIT)

• Nov 23

• Nov 30

  Anna Brandenberger (MIT)

• Dec 7