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We study the geometry of the component of the origin in the uniform spanning forest of Z^d and give bounds on the size of balls in the intrinsic metric.

Uniform spanning forest Loop-erased random walk

We study the geometry of the component of the origin in the uniform spanning forest of Z^d and give bounds on the size of balls in the intrinsic metric.

Uniform spanning forest Loop-erased random walk

article Uniform spanning tree Uniform spanning forest Random interlacements Mean-field Critical exponents Anomalous diffusion Primary 60K35 Secondary 82B20