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Quantum wedges and large deviations for SLE with two force points
We prove a good large deviation principle for chordal $\mathrm{SLE}_κ(W_1-2;W_2-2)$ with force points at $0^-$ and $0^+$, for every fixed $W_1,W_2>0$, as $κ\downarrow0$. The topology is Hausdorff convergence of the entire compact trace. The rate has two equivalent descriptions: the sum of the compon
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