Classification Of Self Dual Vertex Operator Superalgebras Of Central Charge At Most 24 Cmsa

Table 1 From Classification Of Self-Dual Vertex Operator Superalgebras Of Central Charge At Most ...

Table 1 From Classification Of Self-Dual Vertex Operator Superalgebras Of Central Charge At Most ... We classify the self dual (or holomorphic) vertex operator superalgebras of central charge 24, or in physics parlance the purely left moving, fermionic 2 dimensional conformal field theories with just one primary field. After presenting a classification result for self dual vertex operator superalgebras with central charge up to 12 we describe several examples of close relationships with bulk superconformal field theories, including those arising from sigma models for tori and k3 surfaces.

(PDF) Self-dual Graphs

(PDF) Self-dual Graphs After presenting a classification result for self dual vertex operator superalgebras with central charge up to 12 we describe several examples of close relationships with bulk. Abstract: we discuss the classfication of self dual vertex operator superalgebras (svoas) of central charge 24, or in physics parlance the purely chiral 2 dimensional fermionic conformal field theories with just one primary field. In this article, we will give a survey on the recent progress towards the classification of strongly regular holomorphic voas of central charge 24. in particular, we will review constructions of the holomorphic voas that realize the lie algebras in schellekens’ list. In the following we describe the characters of self dual vertex operator superalgebras (cf. [höh95]), focusing in particular on the case of central chargec= 24.

Kernelization For Feedback Vertex Set - Ppt Download

Kernelization For Feedback Vertex Set - Ppt Download In this article, we will give a survey on the recent progress towards the classification of strongly regular holomorphic voas of central charge 24. in particular, we will review constructions of the holomorphic voas that realize the lie algebras in schellekens’ list. In the following we describe the characters of self dual vertex operator superalgebras (cf. [höh95]), focusing in particular on the case of central chargec= 24. Title: classification of self dual vertex operator superalgebras of central charge at most 24 abstract: we discuss the classfication of self dual vertex operator superalgebras (svoas) of central charge 24, or in physics parlance the purely chiral 2 dimensional fermionic conformal field theories with just one primary. We classify the self dual (or holomorphic) vertex operator superalgebras of central charge 24, or in physics parlance the purely left moving, fermionic 2 dimensional conformal field theories with just one primary field. After presenting a classification result for self dual vertex operator superalgebras with central charge up to 12 we describe several examples of close relationships with bulk superconformal field theories, including those arising from sigma models for tori and k3 surfaces. In this note we give an account of recent progress on the construction of holomorphic vertex algebras as cyclic orbifolds as well as related topics in lattices and modular categories. we present a novel computation of the schur indicator of a lattice involution orbifold using finite heisenberg groups and discriminant forms. 1. introduction.

Gerald Höhn and Sven Möller - Classify Self-Dual Vertex Operator Superalgebras of c at Most 24