Synopsis
1 Introduction.- 2 The setting.- 3 Relative untwisted vertex operators.- 4 Quotient vertex operators.- 5 A Jacobi identity for relative untwisted vertex operators.- 6 Generalized vertex operator algebras and their modules.- 7 Duality for generalized vertex operator algebras.- 8 Monodromy representations of braid groups.- 9 Generalized vertex algebras and duality.- 10 Tensor products.- 11 Intertwining operators.- 12 Abelian intertwining algebras, third cohomology and duality.- 13 Affine Lie algebras and vertex operator algebras.- 14 Z-algebras and parafermion algebras.- List of frequently-used symbols, in order of appearance.
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