University of Birmingham > Talks@bham > Geometry and Mathematical Physics seminar > Deformations of Hilbert schemes of points through derived categories

Deformations of Hilbert schemes of points through derived categories

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If you have a question about this talk, please contact Timothy Magee.

*3rd Room change* due to UCU strike action

Hilbert schemes of points on surfaces, and Hilbert squares of higher-dimensional varieties, are important and basic constructions of moduli spaces of sheaves. As such they provide a class of interesting yet tractable varieties. In a joint work with Lie Fu and Theo Raedschelders, we explain how one can (re)prove results about their deformation theory by studying their derived categories, via fully faithful functors and Hochschild cohomology, which describes both classical and noncommutative deformations.

This talk is part of the Geometry and Mathematical Physics seminar series.

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