The decomposition theorem for logarithmic Hochschild homology extends from firm to general logarithmic orbifolds, enabling computations for symmetric products and proving invariance under root stack operations.
The Hochschild -- Kostant -- Rosenberg isomorphism for quantized analytic cycles
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Logarithmic Hochschild (co)homology of logarithmic orbifolds
The decomposition theorem for logarithmic Hochschild homology extends from firm to general logarithmic orbifolds, enabling computations for symmetric products and proving invariance under root stack operations.