SLE8 trace continuity conjecture

Let $\gamma$ be the trace of chordal $\textrm{SLE}_\kappa$ in the upper half-plane. SLE8 trace continuity conjecture. For $\kappa=8$ , the trace $\gamma$ is almost surely a continuous path. The conjecture is proved in the update cited by the source.

Sources & referencesView supporting material

Primary source

Steffen Rohde and Oded Schramm, “Basic properties of SLE”, arXiv:math/0106036 (2004).

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