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Perspectives in Lie Theory

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Table of Contents

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    Book Overview
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    Chapter 1 Introduction to Vertex Algebras, Poisson Vertex Algebras, and Integrable Hamiltonian PDE
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    Chapter 2 An Introduction to Algebras of Chiral Differential Operators
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    Chapter 3 Representations of Lie Superalgebras
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    Chapter 4 Introduction to W-Algebras and Their Representation Theory
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    Chapter 5 Representations of the Framisation of the Temperley–Lieb Algebra
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    Chapter 6 Some Semi-Direct Products with Free Algebras of Symmetric Invariants
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    Chapter 7 On Extensions of Affine Vertex Algebras at Half-Integer Levels
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    Chapter 8 Dirac Cohomology in Representation Theory
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    Chapter 9 Superconformal Vertex Algebras and Jacobi Forms
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    Chapter 10 Centralizers of Nilpotent Elements and Related Problems, a Survey
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    Chapter 11 Pluri-Canonical Models of Supersymmetric Curves
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    Chapter 12 Report on the Broué–Malle–Rouquier Conjectures
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    Chapter 13 A Generalization of the Davis-Januszkiewicz Construction and Applications to Toric Manifolds and Iterated Polyhedral Products
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    Chapter 14 Restrictions of Free Arrangements and the Division Theorem
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    Chapter 15 The Pure Braid Groups and Their Relatives
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    Chapter 16 Homological Representations of Braid Groups and the Space of Conformal Blocks
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    Chapter 17 From Totally Nonnegative Matrices to Quantum Matrices and Back, via Poisson Geometry
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Perspectives in Lie Theory
Published by
Springer International Publishing, December 2017
DOI 10.1007/978-3-319-58971-8
978-3-31-958970-1, 978-3-31-958971-8

Callegaro, Filippo, Carnovale, Giovanna, Caselli, Fabrizio, De Concini, Corrado, De Sole, Alberto

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Readers by discipline Count As %
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