R Anno, T Logvinenko - arXiv preprint arXiv:1905.05740, 2019 - arxiv.org
We propose a new theory of (non-split) P^ n-functors. These are F: A-> B for which the adjunction monad RF is a repeated extension of Id_A by powers of an autoequivalence H …
R Anno, T Logvinenko - arXiv preprint arXiv:1711.06649, 2017 - arxiv.org
We prove that for any $\mathbb {P}^ n $-functor all the convolutions (double cones) of the three-term complex $ FHR\xrightarrow {\psi} FR\xrightarrow {tr} Id $ defining its $\mathbb {P} …
Given a split $\mathbb {P} $-functor $ F:\mathcal {D}^ b (X)\to\mathcal {D}^ b (Y) $ between smooth projective varieties, we provide necessary and sufficient conditions, in terms of the …
R Anno, T Logvinenko - International Mathematics Research …, 2022 - academic.oup.com
On Uniqueness of ℙ-Twists | International Mathematics Research Notices | Oxford Academic Skip to Main Content Advertisement Oxford Academic Journals Books Search …