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Residues and duality for singularity categories of isolated Gorenstein singularities

Daniel Murfet

Number 54
Author Daniel Murfet
Project C01
Year 2009

We study Serre duality in the singularity category of an isolated Gorenstein singularity and find an explicit formula for the duality pairing in terms of generalised fractions and the Grothendieck residue symbol. For hypersurfaces we recover the residue formula of the string theorists Kapustin and Li. These formulas are obtained from an explicit construction of complete injective resolutions of maximal Cohen-Macaulay modules.

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