License · CC0 1.0 · Peerpedia collaboration terms
← Introduction to Vertex Operator Algebras Paper detailsSnapshot 261028.928ba4647b57
Introduction to Vertex Operator Algebras
Accepted 28 Oct 2026, 14:17 UTC
PR conversation · 1 snapshot
Snapshot history
- Snapshot 261028.928ba4647b57 — Removed redundant announcement
Section PR · Fixed points in stages. This snapshot contains the complete paper.
Removed redundant announcement
- Submission hash
928ba4647b57d3d71f5336317b9d04a284d8893d2240922f4b7902940dc26df8- Base version
261028.c5dfb1a65ef0
View Markdown changes
G-orbifolds
--- Base version+++ Proposed version@@ -109,7 +109,7 @@ **Exercise.** Check that normality makes the quotient action well-defined and that being fixed by $G/H$ inside $V^H$ is equivalent to being fixed by $G$. The quotient action need not be faithful for a general $V$; the displayed equality uses its fixed vectors. -The construction above requires no rationality assumption. Questions about modules, rationality, and extensions involving twisted sectors will be treated after module theory is introduced.+ ## References
Accepted by ChenqiMeng on 28 Oct 2026, 14:17 UTC. The submitted snapshot is preserved.
Conversation
0 commentsNo comments yet. Discuss the proposed change here.
Sign in to join the conversation.