# Vertex Operator Algebras and Related Areas

###### M. Bergvelt, G. Yamskulna, and W. Zhao, editors
Publisher:
American Mathematical Society
Publication Date:
2009
Number of Pages:
225
Format:
Paperback
Series:
Contemporary Mathematics 497
Price:
63.00
ISBN:
9780821848401
Category:
Festschrift
We do not plan to review this book.
• D. Adamović and A. Milas -- An analogue of modular BPZ-equation in logarithmic (super)conformal field theory
• P. Bantay -- Vector-valued modular forms
• K. Barron -- Alternate notions of N=1 superconformality and deformations of N=1 vertex superalgebras
• A. J. Feingold, A. Kleinschmidt, and H. Nicolai -- Hyperbolic Weyl groups and the four normed division algebras
• M. R. Gaberdiel and T. Gannon -- Zhu's algebra, the $C_2$ algebra, and twisted modules
• C. Goff -- Fusion algebras for vertex operator algebras and finite groups
• M. E. Hoffman -- Rooted trees and symmetric functions: Zhao's homomorphism and the commutative hexagon
• Y.-Z. Huang -- Representations of vertex operator algebras and braided finite tensor categories
• M. Jerković -- Recurrences and characters of Feigin-Stoyanovsky's type subspaces
• C. H. Lam and H. Yamauchi -- The FLM conjecture and framed VOA
• H. Li -- On quantum vertex algebras and their modules
• A. R. Linshaw -- Introduction to invariant chiral differential operators
• F. Patras -- Dynkin operators and renormalization group actions in pQFT
• T. J. Robinson -- New perspectives on exponentiated derivations, the formal Taylor theorem, and Faà di Bruno's formula
• G. Trupčević -- Combinatorial bases of Feigin-Stoyanovsky's type subspaces for $ilde{mathfrak{sl}}_{ell+1}(mathbb C)$
• M. P. Tuite -- Exceptional vertex operator algebras and the Virasoro algebra