AbstractIn this article we study a VOA with two Miyamoto involutions generating S3. In [math.GR/0112031], Miyamoto showed that a VOA generated by two conformal vectors whose Miyamoto involutions generate an automorphism group isomorphic to S3 is isomorphic to one of the four candidates he listed. We construct one of them and prove that our VOA is actually the same as VA(e,f) studied by Miyamoto. We also show that there is an embedding into the moonshine VOA. Using our VOA, we can define the 3A-triality of the Monster
We calculate the fusion rules among $\mathbb{Z}_2$-twisted modules $L_{\mathfrak{sl}_2}(\ell,0)$ at ...
We calculate the fusion rules among $\mathbb{Z}_2$-twisted modules $L_{\mathfrak{sl}_2}(\ell,0)$ at ...
AbstractWe study the Griess algebra generated by three Ising vectors e,f, and g in a CFT type vertex...
AbstractWe study a vertex operator algebra (VOA) V of moonshine type with two τ-involutions φ and ψ ...
AbstractWe study a vertex operator algebra (VOA) V of moonshine type with two τ-involutions φ and ψ ...
We study a vertex operator algebra containing a tensor product of Ising models. It is a direct sum o...
AbstractIn this article we give a new proof of the determination of the full automorphism group of t...
We study a vertex operator algebra containing a tensor product of Ising models. We give a new constr...
AbstractIn this article, we obtain a decomposition of the Moonshine vertex operator algebra V♮ assoc...
We summarize interactions between vertex operator algebras and number theory through the lens of Zhu...
In this paper we classify vertex operator algebras with three conditions which arise from Virasoro m...
This book, part of the series Contributions in Mathematical and Computational Sciences, reviews rece...
AbstractWe study the fusion rules of a vertex operator algebra W(0)+R, which is a VOA over the real ...
Let $V$ be a strongly regular vertex operator algebra and let $\frak{ch}_V$ be the space spanned by ...
In this introductory lecture I would like to discuss vertex operator algebras which allow for non-se...
We calculate the fusion rules among $\mathbb{Z}_2$-twisted modules $L_{\mathfrak{sl}_2}(\ell,0)$ at ...
We calculate the fusion rules among $\mathbb{Z}_2$-twisted modules $L_{\mathfrak{sl}_2}(\ell,0)$ at ...
AbstractWe study the Griess algebra generated by three Ising vectors e,f, and g in a CFT type vertex...
AbstractWe study a vertex operator algebra (VOA) V of moonshine type with two τ-involutions φ and ψ ...
AbstractWe study a vertex operator algebra (VOA) V of moonshine type with two τ-involutions φ and ψ ...
We study a vertex operator algebra containing a tensor product of Ising models. It is a direct sum o...
AbstractIn this article we give a new proof of the determination of the full automorphism group of t...
We study a vertex operator algebra containing a tensor product of Ising models. We give a new constr...
AbstractIn this article, we obtain a decomposition of the Moonshine vertex operator algebra V♮ assoc...
We summarize interactions between vertex operator algebras and number theory through the lens of Zhu...
In this paper we classify vertex operator algebras with three conditions which arise from Virasoro m...
This book, part of the series Contributions in Mathematical and Computational Sciences, reviews rece...
AbstractWe study the fusion rules of a vertex operator algebra W(0)+R, which is a VOA over the real ...
Let $V$ be a strongly regular vertex operator algebra and let $\frak{ch}_V$ be the space spanned by ...
In this introductory lecture I would like to discuss vertex operator algebras which allow for non-se...
We calculate the fusion rules among $\mathbb{Z}_2$-twisted modules $L_{\mathfrak{sl}_2}(\ell,0)$ at ...
We calculate the fusion rules among $\mathbb{Z}_2$-twisted modules $L_{\mathfrak{sl}_2}(\ell,0)$ at ...
AbstractWe study the Griess algebra generated by three Ising vectors e,f, and g in a CFT type vertex...