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.
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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.