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Advances in Lie Superalgebras

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Cover of 'Advances in Lie Superalgebras'

Table of Contents

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    Book Overview
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    Chapter 1 Superbosonisation, Riesz superdistributions, and highest weight modules
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    Chapter 2 Homological algebra for osp(1/2n)
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    Chapter 3 Finiteness and orbifold vertex operator algebras
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    Chapter 4 On classical finite and affine W-algebras
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    Chapter 5 Q-type Lie superalgebras
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    Chapter 6 Weight modules of D(2,1, α)
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    Chapter 7 On SUSY curves
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    Chapter 8 Dirac operators and the very strange formula for Lie superalgebras
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    Chapter 9 Parabolic category O for classical Lie superalgebras
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    Chapter 10 On Kostant’s theorem for Lie superalgebras
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    Chapter 11 Classical Lie superalgebras at infinity
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    Chapter 12 Classical W-algebras within the theory of Poisson vertex algebras
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    Chapter 13 Vertex operator superalgebras and odd trace functions
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    Chapter 14 Serre presentations of Lie superalgebras
Attention for Chapter 3: Finiteness and orbifold vertex operator algebras
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