SLE(6) and the geometry of diffusion fronts
classification
🧮 math.PR
keywords
diffusionmodelnaturalarisecriticaldescribeddiffuseexample
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We study the diffusion front for a natural two-dimensional model where many particles starting at the origin diffuse independently. It turns out that this model can be described using properties of near-critical percolation, and provides a natural example where critical fractal geometries spontaneously arise.
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