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Localization and Abelianization of Strings on Group Manifolds: The Non-simply Connected Case
We study the partition functions of Wess--Zumino--Witten (WZW) models with compact connected simple Lie group manifolds that are not simply connected. Starting from the modular-invariant partition function of Felder--Gawędzki--Kupiainen (FGK), we derive a localization formula, which can also be obta
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