Chapter 1 of 11
§About this note
Scope: foundations of vertex operator algebras and their applications.
Prerequisites: formal calculus.
Roadmap: VA axioms and properties → conformal structure → tensor products, orbifolds, and cosets → Heisenberg VOA and Virasoro minimal models → vertex operator superalgebras and the Majorana fermion → modules → tensor categories → extensions and quantum Galois theory.
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