Bin Gui

collaborators

4 papers

math.QA2020

Polynomial energy bounds for type $F_{4}$ WZW-models

Bin Gui

We prove that sufficiently many intertwining operators of type $F_{4}$ unitary affine VOAs satisfy polynomial energy bounds. This finishes the Wassermann type analysis of intertwinin…

math.QA2020

Regular vertex operator subalgebras and compressions of intertwining operators

Bin Gui

Let $V$ be a vertex operator subalgebra of $U$ . Assume that $U$ , $V$ , and its commutant $V^{c}$ in $U$ are CFT-type, self-dual, and regular VOAs. Assume also that the double commutan…

math.QA2018

Categorical extensions of conformal nets

Bin Gui

An important goal in studying the relations between unitary VOAs and conformal nets is to prove the equivalence of their ribbon categories. In this article, we prove this conjectur…

math.QA2018

Energy bounds condition for intertwining operators of type $B$ , $C$ , and $G_{2}$ unitary affine vertex operator algebras

Bin Gui

The energy bounds condition for intertwining operators of unitary rational vertex operator algebras (VOAs) was studied, first by A.Wassermann for type $A$ affine VOAs, and later by…

Polynomial energy bounds for type F4​ WZW-models

Regular vertex operator subalgebras and compressions of intertwining operators

Categorical extensions of conformal nets

Energy bounds condition for intertwining operators of type B, C, and G2​ unitary affine vertex operator algebras

Polynomial energy bounds for type $F_{4}$ WZW-models

Energy bounds condition for intertwining operators of type $B$ , $C$ , and $G_{2}$ unitary affine vertex operator algebras