6 problems

Central-projection defect conjecture. The central projections are associated with the irreducible vertical (transparent) defects in the scaling limit of the model.

Let $e_j$ be the local Temperley–Lieb generators of the anyonic chain, and let $l_m+l_{-m}$ be a suitable scaling of the sum of terms $\cos(\frac{mj\pi}{2n})e_j$. Let $L_m$ denote…

Let $k$ be the level of an $SU(2)_k$ anyonic chain, and let a chiral unitary minimal model have central charge … Let $e_j$ be the chain generators, and let $O_n^c$ and $O_n^s$ be t…

Let the algebras in Corollary 4.10 and Theorem 4.6 be the scaling-limit algebras constructed in the paper. A strong SL-algebra is the strong scaling-limit algebra structure defined…

Let $\mathcal{A}$ be the scaling-limit observable algebra, let $\overline{\mathcal{A}}$ denote its closure under the relevant topology, and let $Y(a,f)$ be the smeared field associ…

Let $\mathcal{V}=\mathcal{V}_{c,0}$ be a unitary minimal-model (UMM) vertex operator algebra and let $\mathcal{V}_{c,h}$ be a chiral representation. A quantum theory has a strong s…