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Cubic fourfolds, noncommutative K3 surfaces and stability conditions

2019-02-27 11:05    

报告人:Paolo Stellari 【The University of Milan】

时   间:2019-03-05 15:00-17:00

地   点:卫津路校区第六教学楼111教


报告人简介

The University of Milan

报告内容介绍

    We illustrate a new method to induce stability conditions on semiorthogonal decompositions and apply it to the Kuznetsov component of the derived category of cubic fourfolds. We use this to generalize results of Addington-Thomas about cubic fourfolds and to study the rich hyperkaehler geometry associated to these hypersurfaces. This is the content of joint works with Arend Bayer, Howard Nuer, Martí Lahoz, Emanuele Macrì and Alex Perry.

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