Jan Nagel
Published 2023-05-23Version 1
We show that the variable cohomology of a general complete intersection of quadrics can be identified with the intersection cohomology of a double covering. As a consequence, we show that the middle cohomology of a general complete intersection of four quadrics in an odd-dimensional projective space is isomorphic to the middle cohomology of a resolution of singularities of a double solid.
Donaldson-Thomas invariants vs. intersection cohomology for categories of homological dimension one
Donaldson-Thomas invariants versus intersection cohomology of quiver moduli
On Fano schemes of linear spaces of general complete intersections
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