3 problems

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 ${\bf a}$…

Consider the $O(n)$ model on the hexagonal lattice with $n\in[0,2]$, and let $(\Omega,a,b)$ be a simply connected domain with two boundary points. Set … Let $F_\delta$ be the paraf…

Let $q\leq 4$, and let $(\Omega,a,b)$ be a simply connected domain with two boundary points. For each $z\in\Omega$, let $F_\delta(z)$ denote the FK parafermionic observable at…