2 problems

Let $\mathbb H$ be the upper half-plane and let $\gamma$ be a chordal $SLE_\kappa$ path from the origin to infinity, with fixed $\kappa\leq 8$. SLE reversibility conjecture. The la…

Whole-plane SLE reversibility conjecture. The whole-plane SLE$_\kappa$ trace satisfies reversibility for $\kappa\in(0,4]$.