Xianzu Lin

activity

20102018

most citedQuadratic Lagrange spectrum: I

24 citations · 34 across the 15 of their papers we have counts for

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4 papers · 1 filter

math.RT2013

A new proof of the $sl_{2}$ action on the triplet vertex algebra

Xianzu Lin

Let $W (p)$ be the triplet vertex algebra of central charge $c_{p} = 1 - \frac{6 ( p - 1 ) ^{2}}{p}$ , $p \geq 2$ . As a Virasoro module, we have $$\mathcal {W}(p)=\bigoplus_{n=0} ^{\i…

math.RT2013

Characterizations of the exceptional vertex operator algebras of central charge $1$ : II

Xianzu Lin

It is the second paper in a series devoted to the investigation of characterizations of the exceptional vertex operator algebras of central charge 1. In this paper, we give a chara…

math.RT2013

Characterizations of the exceptional vertex operator algebras of central charge $1$ : I

Xianzu Lin

In this paper, we give a characterization of the rational vertex operator algebra VTL, where L is the root lattice of type A1 and T is the tetrahedral group.

math.RT2012★ 2 cited

Fusion rules of Virasoro Vertex Operator Algebras

Lin Xianzu

In this paper we prove the fusion rules of $L (c_{1, q}, 0)$ for all $q \geq 1$ . Roughly speaking, we consider $L (c_{1, q}, 0)$ as the limitation of $L (c_{n, n q - 1}, 0)$ , where $n\rightarrow…

A new proof of the sl2​ action on the triplet vertex algebra

Characterizations of the exceptional vertex operator algebras of central charge 1: II

Characterizations of the exceptional vertex operator algebras of central charge 1: I

Fusion rules of Virasoro Vertex Operator Algebras

A new proof of the $sl_{2}$ action on the triplet vertex algebra

Characterizations of the exceptional vertex operator algebras of central charge $1$ : II

Characterizations of the exceptional vertex operator algebras of central charge $1$ : I