Manifolds and Lie Groups | Papers in Honor of Yozô Matsushima | ISBN 9780817630539

Manifolds and Lie Groups

Papers in Honor of Yozô Matsushima

herausgegeben von J. Hano, H. Ozeki, K. Okamoto, S. Murakami und A. Morimoto
Mitwirkende
Herausgegeben vonJ. Hano
Herausgegeben vonH. Ozeki
Herausgegeben vonK. Okamoto
Herausgegeben vonS. Murakami
Herausgegeben vonA. Morimoto
Buchcover Manifolds and Lie Groups  | EAN 9780817630539 | ISBN 0-8176-3053-8 | ISBN 978-0-8176-3053-9

Manifolds and Lie Groups

Papers in Honor of Yozô Matsushima

herausgegeben von J. Hano, H. Ozeki, K. Okamoto, S. Murakami und A. Morimoto
Mitwirkende
Herausgegeben vonJ. Hano
Herausgegeben vonH. Ozeki
Herausgegeben vonK. Okamoto
Herausgegeben vonS. Murakami
Herausgegeben vonA. Morimoto

Inhaltsverzeichnis

  • On Some Generalization of B. Kostant’s Partition Function.
  • Stable Real Cohomology of Arithmetic Groups II.
  • Vector Fields and Cohomology of G/B.
  • A Simple Proof of Frobenius Theorem.
  • On Flat Surfaces in S31 and H31.
  • The Complex Laplace-Beltrami Operator Canonically Associated to a Polarized Abelian Variety.
  • On the Orders of the Automorphism Groups of Certain Projective Manifolds.
  • Homogeneous Spaces from a Complex Analytic Viewpoint.
  • On Lie Algebras Generated by Two Differential Operators.
  • Conformally-Flatness and Static Space-Time.
  • Holomorphic Structures Modeled After Compact Hermitian Symmetric Spaces.
  • Group Cohomology and Hecke Operators.
  • On Poisson Brackets of Semi-Invariants.
  • Some Stabilities of Group Automorphisms.
  • A Note on Cohomology Groups of Holomorphic Line Bundles over a Complex Torus.
  • Periodic Points on Nilmanifolds.
  • Isogenies and Congruence Subgroups.
  • On Compact Einstein Kähler Manifolds with Abundant Holomorphic Transformations.
  • Special Values of Zeta Functions Associated with Self-Dual Homogeneous Cones.
  • Hessian Manifolds and Convexity.
  • Intrinsic Characterization of Affine Algebraic Cones.
  • The Tannaka Duality Theorem for Semisimple Lie Groups and the Unitarian Trick.
  • Parallel Submanifolds of Space Forms.
  • On Hessian Structures on an Affine Manifold.