Multiple SLE_kappa((kappa-6)/2,(kappa-6)/2) is shown to be unique and its hitting points, after collapsing starting points, form beta-Jacobi ensembles with beta=8/kappa, yielding a new scaling limit for critical Ising interfaces.
Universality in the 2 D I sing model and conformal invariance of fermionic observables
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Critical Ising model, Multiple SLE$_\kappa\left(\frac{\kappa-6}{2},\frac{\kappa-6}{2}\right)$ and $\beta$-Jacobi Ensemble
Multiple SLE_kappa((kappa-6)/2,(kappa-6)/2) is shown to be unique and its hitting points, after collapsing starting points, form beta-Jacobi ensembles with beta=8/kappa, yielding a new scaling limit for critical Ising interfaces.