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We categorify the inclusion–exclusion principle for partially ordered topological spaces and schemes to a filtration on the derived category of sheaves. As a consequence, we obtain functorial spectral sequences that generalize the two spectral sequences of a stratified space and certain Vassiliev-type spectral sequences; we also obtain Euler characteristic analogs in the Grothendieck ring of varieties. As an application, we give an algebro-geometric proof of Vakil and Wood's homological stability conjecture for the space of smooth hypersurface sections of a smooth projective variety. In characteristic zero this conjecture was previously established by Aumonier via topological methods.more » « less
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Howe, Sean; Morrow, Jackson S; Wear, Peter (, Mathematische Zeitschrift)
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Howe, Sean (, Proceedings of the National Academy of Sciences)We give a proof of the slope classicality theorem in classical and higher Coleman theory for modular curves of arbitrary level using the completed cohomology classes attached to overconvergent modular forms. The latter give an embedding of the quotient of overconvergent modular forms by classical modular forms, which is the obstruction space for classicality in either cohomological degree, into a unitary representation of GL 2 ( ℚ p ) . The U p operator becomes a double coset, and unitarity yields slope vanishing.more » « less
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Bilu, Margaret; Das, Ronno; Howe, Sean (, Advances in Mathematics)
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