ScalingStacks

Remark 1.8. The theorem is a direct generalization of a result of Hinich [H]. He proves that for $X$ a Deligne-Mumford stack admitting an affine orbifold chart, the Drinfeld center of the (abelian) tensor category of quasi-coherent sheaves on $X$ is equivalent to the category of quasi-coherent sheaves on the inertia orbifold of $X$ (with braided monoidal structure coming from convolution). One can recover this from the above theorem by passing to the hearts of the natural $t$-structures.