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    GROUPS OF DIFFEOMORPHISMS
    In Honor of Shigeyuki Morita on the Occasion of His 60th Birthday

    edited by Robert Penner (University of Southern California, USA & Aarhus University, Denmark), Dieter Kotschick (Ludwig-Maximilians-Universität München, Germany), Takashi Tsuboi (The University of Tokyo, Japan), Nariya Kawazumi (The University of Tokyo, Japan), Teruaki Kitan (Soka University, Japan), & Yoshihiko Mitsumatsu (Chuo University, Japan)

    This volume consists of selected paper on recent trends and results in the study of various groups of diffeomorphisms, including mapping class groups, from the point of view of algebraic and differential topology, as well as dynamical ones involving foliations and symplectic or contact diffeomorphisms. Most of the authors were invited speakers or participants of the International Symposium on Groups of Diffeomorphisms 2006, which was held at the University of Tokyo (Komaba) in September 2006.

    This volume is dedicated to Professor Shigeyuki Morita on the occasion of his 60th anniversary. We believe that the scope of this volume well reflects Shigeyuki Morita's mathematical interests. We hope this volume to inspire not only the specialists in these fields but also a wider audience of mathematicians.

    Published by Mathematical Society of Japan and distributed by World Scientific Publishing Co. for all markets except North America

     
    Contents:
    • Expository Articles:
      • Asymptotic Geometry of Foliations and Pseudo–Anosov Flows — A Survey (S R Fenley)
      • Pontrjagin Classes and Higher Torsion of Sphere Bundles (K Igusa)
      • L2-Torsion Invariants and the Magnus Representation of the Mapping Class Group (T Kitano & T Morifuji)
      • Parameterized Gromov–Witten Invariants and Topology of Symplectomorphism Groups (H-V Lê & K Ono)
      • Mapping Class Actions on Surface Group Completions (R C Penner)
      • Johnson's Homomorphisms and the Rational Cohomology of Subgroups of the Mapping Class Group (T Sakasai)
    • Research Articles:
      • On Mod p Riemann–Roch Formulae for Mapping Class Groups (T Akita)
      • Calculating the Image of the Second Johnson–Morita Representation (J S Birman, T E Brendle & N Broaddus)
      • Symplectic Heegaard Splittings and Linked Abelian Groups (J S Birman, D Johnson & A Putman)
      • Conjugation-Invariant Norms on Groups of Geometric Origin (D Burago, S Ivanov & L Polterovich)
      • A Generalization of Chakiris' Fibrations (H Endo)
      • Subgroups Generated by Two Pseudo–Anosov Elements in a Mapping Class Group. I Uniform Exponential Growth (K Fujiwara)
      • Differential Characters and the Steenrod Squares (K Gomi)
      • Relative Weight Filtrations on Completions of Mapping Class Groups (R Hain)
      • Remarks on the Faithfulness of the Jones Representations (Y Kasahara)
      • On the Stable Cohomology Algebra of Extended Mapping Class Groups for Surfaces (N Kawazumi)
      • Stable Length in Stable Groups (D Kotschick)
      • Foliations and Compact Leaves on 4-Manifolds I Realization and Self-Intersection of Compact Leaves (Y Mitsumatsu & E Vogt)
      • Symplectic Automorphism Groups of Nilpotent Quotients of Fundamental Groups of Surfaces (S Morita)
      • Mapping Configuration Spaces to Moduli Spaces (G Segal & U Tillmann)
      • New Examples of Elements in the Kernel of the Magnus Representation of the Torelli Group (M Suzuki)
      • On the Simplicity of the Group of Contactomorphisms (T Tsuboi)
      • On the Uniform Perfectness of Diffeomorphism Groups (T Tsuboi)
     
    Readership: Including topologists and geometers, working mathematicians and graduate students or physicists who are interested in algebra/differential topological or dynamical study of mapping class groups and various groups of diffeomorphisms, geometric group theory, symplectic/contact geometry, and foliations.
     
     
    524pp    Pub. date: Dec 2008  
    ISBN:   978-4-931469-48-8
    4-931469-48-5
       US$86 / £46

     


     

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    Updated on 13 February 2012