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BooksecrCollected Volume

Derived Categories in Algebraic Geometry

Tokyo 2011

Editors

  • Yujiro Kawamata

    University of Tokyo, Japan
  • Overview
  • Contents
Derived Categories in Algebraic Geometry cover
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  • pp. 1–25

    Categorical representability and intermediate Jacobians of Fano threefolds

    Marcello BernardaraMichele Bolognesi

  • pp. 27–60

    Fourier–Mukai functors: a survey

    Alberto CanonacoPaolo Stellari

  • pp. 61–101

    Flops and about: a guide

    Sabin Cautis

  • pp. 103–110

    A note on derived categories of Fermat varieties

    Akira IshiiKazushi Ueda

  • pp. 111–121

    Homology of infinite loop spaces

    Dmitry Kaledin

  • pp. 123–183

    Cluster algebras and derived categories

    Bernhard Keller

  • pp. 185–196

    Some derived equivalences between noncommutative schemes and algebras

    Izuru Mori

  • pp. 197–250

    Lagrangian-invariant sheaves and functors for abelian varieties

    Alexander Polishchuk

  • pp. 251–278

    Generic vanishing filtrations and perverse objects in derived categories of coherent sheaves

    Mihnea Popa

  • pp. 279–285

    The fundamental group is not a derived invariant

    Christian Schnell

  • pp. 287–318

    Introduction and open problems of Donaldson–Thomas theory

    Yukinobu Toda

  • pp. 319–344

    Notes on formal deformations of abelian categories

    Michel Van den Bergh

Publication Date

7 January 2013

Identifiers

DOI
10.4171/115
ISBN print
978-3-03719-115-6
ISBN digital
978-3-03719-615-1

Print

Hardcover, 354 pages, 17cm x 24cm

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