Classification of Algebraic Varieties
Editors
Carel Faber
Royal Institute of Technology, Stockholm, SwedenEduard Looijenga
University of Utrecht, The NetherlandsGerard van der Geer
University of Amsterdam, The Netherlands
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pp. v–vi Contentspp. vii–viii IntroductionCarel FaberGerard van der GeerEduard Looijenga
pp. 1–38 Stable varieties with a twistDan AbramovichBrendan Hassett
pp. 39–48 Basic properties of log canonical centersFlorin Ambro
pp. 49–76 Burniat surfaces I: fundamental groups and moduli of primary Burniat surfacesIngrid BauerFabrizio Catanese
pp. 77–113 Minimal models, flips and finite generation: a tribute to V.V. Shokurov and Y.-T. SiuCaucher BirkarMihai Paun
pp. 115–121 Remarks on an example of K. UenoFrédéric Campana
pp. 123–170 Special orbifolds and birational classification: a surveyFrédéric Campana
pp. 171–187 Birational geometry of threefoldsJungkai Alfred Chen
pp. 189–195 Emptiness of homogeneous linear systems with ten general base pointsCiro CilibertoOlivia DumitrescuRick MirandaJoaquim Roé
pp. 197–220 Finite generation of adjoint rings after Lazic: an introductionAlessio Corti
pp. 221–257 Log canonical thresholds on varieties with bounded singularitiesTommaso de FernexLawrence EinMircea Mustaţă
pp. 259–276 Brill–Noether geometry on moduli spaces of spin curvesGavril Farkas
pp. 277–288 On the bimeromorphic geometry of compact complex contact threefoldsKristina FrantzenThomas Peternell
pp. 289–303 Introduction to the theory of quasi-log varietiesOsamu Fujino
pp. 305–315 On Kawamata’s theoremOsamu Fujino
pp. 317–325 Remarks on the cone of divisorsYujiro Kawamata
pp. 327–338 -elementary subgroups of the Cremona group of rank 3Yuri Prokhorov