A conformally flat variant of factorization homology with ind-Hilbert space coefficients defines symmetric monoidal invariants of manifolds whose evaluation on the standard sphere recovers the sphere partition function of the associated CFT.
Zhu, Modular invariance of characters of vertex operator algebras, J
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Conformally flat factorization homology in Ind-Hilbert spaces and Conformal field theory
A conformally flat variant of factorization homology with ind-Hilbert space coefficients defines symmetric monoidal invariants of manifolds whose evaluation on the standard sphere recovers the sphere partition function of the associated CFT.