Wendelin Werner
Published 2000-07-07Version 1
In this review paper, we first discuss some open problems related to two-dimensional self-avoiding paths and critical percolation. We then review some closely related results (joint work with Greg Lawler and Oded Schramm) on critical exponents for two-dimensional simple random walks, Brownian motions and other conformally invariant random objects.
Comments: review paper (congress proceedings), 18 pages, 2 figures
On the density of the winding number of planar Brownian motion
On the most visited sites of planar Brownian motion
The height gap of planar Brownian motion is $\frac{5}π$
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