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Loop algebra
The Chiral De Rham Complex of Tori and Orbifolds
Higher AGT Correspondences, W-Algebras, and Higher Quantum
Arxiv:1109.4101V2 [Hep-Th]
Iterated Loop Modules and a Filtration for Vertex Representation of Toroidal Lie Algebras
Lie Algebras from Lie Groups
Three Approaches to M-Theory
Extended Kac-Moody Algebras '• • and Applications
Iterated Loop Modules and a Filtration for Vertex Representation of Toroidal Lie Algebras
Irreducible Finite-Dimensional Representations of Equivariant Map Algebras
Vertex Operator Algebras, the Latter Being a Slightly More Restricted Notion Than the Former (See the Main Text)
T-Duality from Super Lie N-Algebra Cocycles for Super P-Branes
Arxiv:Math/0502561V1 [Math.RT] 26 Feb 2005 00Mteaia Ujc Lsicto:Piay1b0 S 17B40; Primary Classification: Subject Mathematical 2000 Addresses: E-Mail ∗ #8836–2001
GEOMETRY of LOOP EISENSTEIN SERIES Part 1. Introduction And
Infinite-Dimensional Lie Algebras
Trigonometric Degeneration and Orbifold Wess-Zumino-Witten Model. I
100 YEARS of RELATIVITY Space-Time Structure: Einstein and Beyond Copyright © 2005 by World Scientific Publishing Co
On the Work of Igor Frenkel Introduction by Pavel Etingof Igor Frenkel Is One of the Leading Representation Theorists and Mathe- Matical Physicists of Our Time
Chapter 10 Vertex Algebras
Top View
The Algebraic Classification of Nilpotent Tortkara Algebras1,2
Wilson Loop Algebras and Quantum K-Theory for Grassmannians
Twisted Supergravity and Koszul Duality: a Case Study in Ads $
Branes: from Free Fields to General Backgrounds
Galilean Free Lie Algebras 4 2.1 Galilei Maxwell Algebras
Poisson-Lie T-Duality and Integrable Systems
Homotopy Algebras and String Field Theory
Three-Point Lie Algebras and Grothendieck's Dessins D'enfants
T-Duality from Super Lie N-Algebra Cocycles for Super P-Branes
New Quantum Toroidal Algebras from Supersymmetric Gauge Theories
Quantum Affine to XXZ/6-Vertex Model
The Psu(1,1|2) Spin Chain of N = 4 Supersymmetric Yang-Mills Theory
Quiver Varieties and T-Analogs of Q-Characters of Quantum Affine
Kac-Moody Algebras and Beyond
ABSTRACTS Version: July 7, 2018 LOCAL ORGANIZING COMMITEE C.ˇ Burd´Ik(Chairman), G
Loop Groups and Noncommutative Geometry
Arxiv:Math/0112211V4 [Math.AG] 15 Aug 2003 Curve Edmrhs-Aud Etosof Sections (Endomorphism-Valued) Edter Se[HW VV) Hyhv Enetnieys BKT])
YANGIANS and QUANTUM LOOP ALGEBRAS Contents 1. Definitions