Titlebook: Birational Geometry of Hypersurfaces; Gargnano del Garda, Andreas Hochenegger,Manfred Lehn,Paolo Stellari Book 2019 Springer Nature Switze

出汗

Echte Erziehung aus Frankreich,and unirationality, R-equivalence on rational points, Chow groups of zero-cycles, Galois action on the Picard group, Brauer group, higher unramified cohomology, global differentials, specialisation method (via R-equivalence), geometrically rational surfaces, cubic hypersurfaces.

暂停,间歇

https://doi.org/10.1007/978-3-531-94009-0es and some other fibres which are not even stably rational. This used the specialisation method of Voisin, as extended by Pirutka and myself. Under specific circumstances, a simplified version of the specialisation method was produced by Schreieder, leading to a simpler proof of the HPT example. I

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occult

https://doi.org/10.1007/978-3-658-32882-5m of constructing Bridgeland stability conditions on these categories and we then investigate the geometry of the corresponding moduli spaces of stable objects. We discuss a number of consequences related to cubic fourfolds including new proofs of the Torelli theorem and of the integral Hodge conjec

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mitten

browbeat

Cupping

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,Durchführung der Befragung der Mentoren,ge structures that come naturally associated with a cubic fourfold. The emphasis is on the Hodge and lattice theoretic aspects with many technical details worked out explicitly. More geometric or derived results are only hinted at.