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Manifolds and Lie Groups

Papers in Honor of Yozô Matsushima

  • Book
  • © 1981

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Editors:
  1. Jun-ichi Hano

    1. Department of Mathematics, Washington University, St. Louis, USA

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  2. A. Morimoto
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  3. S. Murakami
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  4. K. Okamoto
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  5. H. Ozeki
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Part of the book series: Progress in Mathematics (PM, volume 14)

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Table of contents (24 chapters)

  1. Front Matter

    Pages i-xii
    Download chapter PDF

  2. On Some Generalization of B. Kostant’s Partition Function

    • Ichiro Amemiya, Nagayoshi Iwahori, Kazuhiko Koike
    Pages 1-20

  3. Stable Real Cohomology of Arithmetic Groups II

    • Armand Borel
    Pages 21-55

  4. Vector Fields and Cohomology of G/B

    • James B. Carrell
    Pages 57-65

  5. A Simple Proof of Frobenius Theorem

    • Shiing-shen Chern, Jon G. Wolfson
    Pages 67-69

  6. On Flat Surfaces in S 1 3 and H 1 3

    • Marcos Dajczer, Katsumi Nomizu
    Pages 71-108

  7. The Complex Laplace-Beltrami Operator Canonically Associated to a Polarized Abelian Variety

    • Jun-ichi Hano
    Pages 109-144

  8. On the Orders of the Automorphism Groups of Certain Projective Manifolds

    • Alan Howard, Andrew John Sommese
    Pages 145-158

  9. Homogeneous Spaces from a Complex Analytic Viewpoint

    • A. T. Huckleberry, E. Oeljeklaus
    Pages 159-186

  10. On Lie Algebras Generated by Two Differential Operators

    • Jun-ichi Igusa
    Pages 187-195

  11. Conformally-Flatness and Static Space-Time

    • Osamu Kobayashi, Morio Obata
    Pages 197-206

  12. Holomorphic Structures Modeled After Compact Hermitian Symmetric Spaces

    • Shoshichi Kobayashi, Takushiro Ochiai
    Pages 207-222

  13. Group Cohomology and Hecke Operators

    • Michio Kuga, Walter Parry, Chih-Han Sah
    Pages 223-266

  14. On Poisson Brackets of Semi-Invariants

    • Hisasi Morikawa
    Pages 267-281

  15. Some Stabilities of Group Automorphisms

    • Akihiko Morimoto
    Pages 283-299

  16. A Note on Cohomology Groups of Holomorphic Line Bundles over a Complex Torus

    • Shingo Murakami
    Pages 301-313

  17. Periodic Points on Nilmanifolds

    • Minoru Nakaoka
    Pages 315-324

  18. Isogenies and Congruence Subgroups

    • M. S. Raghunathan
    Pages 325-336

  19. On Compact Einstein Kähler Manifolds with Abundant Holomorphic Transformations

    • Yusuke Sakane
    Pages 337-358

  20. Special Values of Zeta Functions Associated with Self-Dual Homogeneous Cones

    • I. Satake
    Pages 359-384
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Editors and Affiliations

  • Department of Mathematics, Washington University, St. Louis, USA

    Jun-ichi Hano

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