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Modular properties of affine \(\SLA{sl}{2}\) torus \(n\)-point functions
Krauel, Shafiq and Wood realized torus \(1\)-point functions for the simple affine \voa{}s \(L(k,0)\) built from \(\alg{sl}(2)\) as vector-valued modular forms attached to a cyclic \(R\)-module structure and to the modular tensor category \(\rep{L(k,0)}\). We extend this to torus \(n\)-point functio
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