Fully faithful Fourier-Mukai functors and generic vanishing
classification
🧮 math.AG
keywords
faithfulfourier-mukaifullygenericpointvanishingbondalclassical
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The aim of this mainly expository note is to point out that, given an Fourier-Mukai functor, the condition making it fully faithful is an instance of \emph{generic vanishing}. We test this point of view on some fairly classical examples, including the strong simplicity criterion of Bondal and Orlov, the standard flip and the Mukai flop.
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