Contributions to Algebraic Geometry
Impanga Lecture Notes
Editors
Piotr Pragacz
IM PAN, Warsaw, Poland
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pp. vii–x PrefacePiotr Pragacz
pp. xi–xii Contentspp. 1–15 The influence of Oscar Zariski on algebraic geometryPiotr Blass
pp. 17–69 The geometry of -varietiesKlaus AltmannNathan IltenLars PetersenHendrik SüßRobert Vollmert
pp. 71–92 Introduction to equivariant cohomology in algebraic geometryDave Anderson
pp. 93–140 Recent developments and open problems in linear seriesThomas BauerCristiano BocciSusan CooperSandra Di RoccoMarcin DumnickiBrian HarbourneAlex KüronyaAnders LindquistRick MirandaHans Z. Munthe-KaasJoaquim RoéHenry K. SchenckTomasz SzembergZach Teitler
pp. 141–167 Moduli of map germs, Thom polynomials and the Green–Griffiths conjectureGergely Bérczi
pp. 169–187 The Minimal Model Program revisitedPaolo CasciniVladimir Lazić
pp. 189–213 Invariants of hypersurfaces and logarithmic differential formsSławomir CynkSławomir Rams
pp. 215–255 Prym varieties and their moduliGavril Farkas
pp. 257–295 On generalized WrońskiansLetterio GattoInna Scherbak
pp. 297–303 Lines crossing a tetrahedron and the Bloch groupKevin HutchinsonMasha Vlasenko
pp. 305–331 On complex and symplectic toric stacksAndreas HocheneggerFrederik Witt
pp. 333–357 Deformation along subsheaves, IIClemens JörderStefan Kebekus
pp. 359–373 Some degenerations of and Calabi–Yau varietiesMichał Kapustka
pp. 375–388 Notes on Kebekus’ lectures on differential forms on singular spacesMateusz Michałek
pp. 389–405 Lecture notes on K3 and Enriques surfaces<br>Notes by Sławomir RamsShigeru Mukai
pp. 407–442 IMPANGA lecture notes on log canonical thresholds<br>Notes by Tomasz SzembergMircea Mustaţă
pp. 443–479 On Schur function expansions of Thom polynomialsÖzer ÖztürkPiotr Pragacz
pp. 481–487 A note on the kernel of the norm mapMarek Szyjewski
pp. 489–499 Seshadri and packing constantsHalszka Tutaj-Gasińska