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← Introduction to Vertex Operator Algebras Paper detailsSnapshot 261029.9c52d363e410
Introduction to Vertex Operator Algebras
Accepted 29 Oct 2026, 09:08 UTC
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- Snapshot 261029.9c52d363e410 — Add the Commutants and cosets chapter. Define the commutant through regular field action, prove equ…
Add the Commutants and cosets chapter. Define the commutant through regular field action, prove equivalence with commuting fields and closure as a vertex algebra, and establish the coset VOA structure under the direct hypothesis that omega_V minus omega_U belongs to the commutant. Derive the central charge and grading, explain full subalgebras in CFT type, and record elementary double-commutant relations.
- Submission hash
9c52d363e410f87ebbc1d7dabba1525156a2aca556012813a4b7e8a39c70e76b- Base version
261029.50daa62cd5c3
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Modules and intertwining operators
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Accepted by ChenqiMeng on 29 Oct 2026, 09:08 UTC. The submitted snapshot is preserved.
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