Highly Influenced

@inproceedings{June2008TheGE, title={The growth exponent for planar loop-erased random walk}, author={Robert Masson June}, year={2008} }

- Published 2008

We give a new proof of a result of Kenyon that the growth exponent for loop-erased random walks in two dimensions is 5/4. The proof uses the convergence of LERW to Schramm-Loewner evolution with parameter 2, and is valid for irreducible bounded symmetric random walks on any discrete lattice of R2.

Showing 1-10 of 27 references

Highly Influential

Highly Influential

Highly Influential

Highly Influential

Highly Influential

Highly Influential

Highly Influential

Highly Influential

Highly Influential

Highly Influential