We determine the group of all Fourier–Mukai type autoequivalences of Kuznetsov components of smooth complex cubic threefolds, and provide yet another proof for the Fourier–Mukai version of the categorical Torelli theorem for smooth complex cubic threefolds.
On Fourier–Mukai type autoequivalences of Kuznetsov components of cubic threefolds / Z. Liu. - In: MATHEMATISCHE NACHRICHTEN. - ISSN 0025-584X. - 297:5(2024), pp. 1866-1878. [Epub ahead of print] [10.1002/mana.202300237]
On Fourier–Mukai type autoequivalences of Kuznetsov components of cubic threefolds
Z. Liu
2024
Abstract
We determine the group of all Fourier–Mukai type autoequivalences of Kuznetsov components of smooth complex cubic threefolds, and provide yet another proof for the Fourier–Mukai version of the categorical Torelli theorem for smooth complex cubic threefolds.
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