An analogue of the space of conformal blocks in (4k+2)-dimensions
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🧮 math.DG
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spaceanalogueblocksconformaldimensionalboundarycohomologycompact
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Based on projective representations of smooth Deligne cohomology groups, we introduce an analogue of the space of conformal blocks to compact oriented (4k+2)-dimensional Riemannian manifolds with boundary. For the standard (4k+2)-dimensional disk, we compute the space concretely to prove that its dimension is finite.
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