Sep. 7

Todd Kemp
(UCSD)
Bulk Fluctuations and the Hard Edge of Unitary Brownian Motion

Sep. 14

Evan Randles
(UCLA)
Convolution powers of complexvalued functions on \(\mathbb{Z}^d\)

Sep. 21

Ryokichi Tanaka
(University of Washington and Tohoku univeristy)
Dimension of harmonic measures in hyperbolic spaces

Sep. 28

Edward Waymire
(Oregon State University)
Some probability theory that arises from worrying about NavierStokes and other quasilinear equations

Oct. 5

Abbas Mehrabian
(UBC Computer Science and PIMS)
On longest paths and diameter in random Apollonian networks

Oct. 12

Omer Angel
(UBC Math)
Voronoi cells in random graphs

Oct. 19

James R Lee
(University of Washington)
Extremal conformal metrics, spectral geometry, and distributional limits of graphs

Oct. 26

Zichun Ye
(UBC Math)
Models of Gradient Type with SubQuadratic Action

Nov. 2

Tianyi Zheng
(UCSD)
Joint behavior of volume growth and entropy of random walks on groups

Nov. 9

Antal Járai
(University of Bath)
Phase transition in a sequential assignment problem on graphs

Nov. 16

Xin Sun
(MIT)
Liouville quantum gravity and peanosphere

Nov. 23

Qingsan Zhu
(UBC Math)
On the critical branching random walk in supercritical and critical dimensions

Nov. 30

Tom Hutchcroft
(UBC Math)
Update Tolerance in Uniform Spanning Forests

Jan. 5

Ohad Feldheim
(Stanford)
Persistence of Gaussian stationary processes

Jan. 10

Sanchayan Sen
(McGill)
Intrinsic geometry of critical discrete structures

Jan. 12

Miklos Racz
(Microsoft Research)
Highdimensional random geometric graphs

Jan. 17

Mathav Murugan
(UBC and PIMS)
Boundary Harnack principle for diffusions

Feb. 8

Brett Kolesknik
(UBC Math)
Thresholds for contagious sets in random graphs

Feb. 15

Jun Kigami
(Kyoto University)
Completely Symmetric Resistance Forms on the Stretched Sierpinski Gasket

Feb 22

Midterm Break

Mar. 1

Sarah Otto
(UBC Zoology)
Fixation Probability when Selection Occurs in Both Haploid and Diploid phases

Mar. 8

Gerandy Brito
(University of Washington)
The tree of geodesics can have finitely many ends

Mar. 15

Ben Wallace
(UBC Math)
Finiteorder correlation length of the \(\varphi^4\) spin model in four dimensions
