Derived Categories in Algebraic Geometry
Tokyo 2011
Editors
Yujiro Kawamata
University of Tokyo, Japan
A subscription is required to access this book.
pp. v–vi Contentspp. vii–viii IntroductionYujiro Kawamata
pp. 1–25 Categorical representability and intermediate Jacobians of Fano threefoldsMarcello BernardaraMichele Bolognesi
DOI 10.4171/115-1/1pp. 27–60 Fourier–Mukai functors: a surveyAlberto CanonacoPaolo Stellari
DOI 10.4171/115-1/2pp. 61–101 Flops and about: a guideSabin Cautis
DOI 10.4171/115-1/3pp. 103–110 A note on derived categories of Fermat varietiesAkira IshiiKazushi Ueda
DOI 10.4171/115-1/4pp. 111–121 Homology of infinite loop spacesDmitry Kaledin
DOI 10.4171/115-1/5pp. 123–183 Cluster algebras and derived categoriesBernhard Keller
DOI 10.4171/115-1/6pp. 185–196 Some derived equivalences between noncommutative schemes and algebrasIzuru Mori
DOI 10.4171/115-1/7pp. 197–250 Lagrangian-invariant sheaves and functors for abelian varietiesAlexander Polishchuk
DOI 10.4171/115-1/8pp. 251–278 Generic vanishing filtrations and perverse objects in derived categories of coherent sheavesMihnea Popa
DOI 10.4171/115-1/9pp. 279–285 The fundamental group is not a derived invariantChristian Schnell
DOI 10.4171/115-1/10pp. 287–318 Introduction and open problems of Donaldson–Thomas theoryYukinobu Toda
DOI 10.4171/115-1/11pp. 319–344 Notes on formal deformations of abelian categoriesMichel Van den Bergh
DOI 10.4171/115-1/12