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Smirnov's convergence conjecture for the Potts parafermionic observable
Fix $q\le 4$ and $p=p_c$ . Let $(\Omega_\delta,a_\delta,b_\delta)$ be Dobrushin domains approximating a simply connected domain ${\bf \Omega}$ with marked boundary points ${\bf a}$ …
openconformal-invariance parafermionic-observables random-cluster-model
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Smirnov's convergence conjecture for the Potts parafermionic observable