# Lie Algebras, Vertex Operator Algebras and Their Applications

###### Yi-Zhi Huang and Kailash C. Misra, editors
Publisher:
Amercian Mathematical Society
Publication Date:
2007
Number of Pages:
474
Format:
Paperback
Series:
Contemporary Mathematics 442
Price:
129.00
ISBN:
978-0-8218-3986-7
Category:
Festschrift
We do not plan to review this book.

Lie algebras and related topics

• K. Baur and N. Wallach -- A class of gradings of simple Lie algebras
• S. Berman and J. Morita -- Conjugacy results for the Lie algebra $\mathfrak{sl}_2$ over an algebra which is a UFD
• V. Chari and A. Moura -- Kirillov-Reshetikhin modules associated to $G_2$
• R. Farnsteiner -- Support spaces and Auslander-Reiten components
• J. Feldvoss -- On the cohomology of modular Lie algebras
• H. Garland -- Eisenstein series on loop groups: Maass-Selberg relations 4
• A. Hoshino -- Generalized Littlewood-Richardson rule for exceptional Lie algebras $E_6$ and $F_4$
• D. Nacin -- An introduction to $Q_n$ and its graph related quotients
• T. Nakashima -- Affine geometric crystal of type $G^{(1)}_2$
• F. F. Nichita and D. Parashar -- New constructions of Yang-Baxter systems
• V. Retakh, S. Serconek, and R. L. Wilson -- Construction of some algebras associated to directed graphs and related to factorizations of noncommutative polynomials
• A. Savage -- Geometric and combinatorial realizations of crystals of enveloping algebras
• H. Strade -- Lie algebras of small dimension

Vertex (operator) algebras and related topics

• I. I. Anguelova -- Symmetric polynomials and $H_D$-quantum vertex algebras
• M. J. Bergvelt -- $H_T$-vertex algebras
• C. Calinescu -- On intertwining operators and recursions
• C. Dong and C. Jiang -- Representations of vertex operator algebras
• J. Fuchs -- On non-semisimple fusion rules and tensor categories
• K. Hubbard -- The duality between vertex operator algebras and coalgebras, modules and comodules
• J. Lepowsky -- Some developments in vertex operator algebra theory, old and new
• H. Li -- Twisted modules and quasi-modules for vertex operator algebras
• G. Mason and M. P. Tuite -- Chiral algebras and partition functions
• A. Milas -- Modular forms and almost linear dependence of graded dimensions
• M. Primc -- $(k,r)$-Admissible configurations and intertwining operators
• Z. Qin and W. Wang -- Hilbert schemes of points on the minimal resolution and soliton equations
• C. Schweigert, J. Fuchs, and I. Runkel -- Twining characters and Picard groups in rational conformal field theory