Kahler Metrics and Moduli Spaces

Kahler Metrics and Moduli Spaces

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Description

Intended for researchers and graduate students in geometry, this volume provides survey articles and original research papers on global differential geometry, in particular on the geometry of moduli spaces, and Einstein-Kahler metrics.
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Product details

  • Hardback | 442 pages
  • 158.75 x 230 x 31.75mm | 856g
  • Academic Press Inc
  • San Diego, United States
  • English
  • 0120010119
  • 9780120010110

Table of contents

Einstein metrics in complex geometry - an introduction, T. Mabuchi; Einstein-Kahler metrics with positive curvature, Einstein-Kahler metrics with non-positive Ricci curvature, A. Futaki et al; compact Ricci-Flat Kahler manifolds, I. Enoki; on the tangent sheaves on minimal varieties, K. Sugiyama; Einstein-Kahler metrics on negative Ricci curvature on open Kahler manifolds, S. Bando; Ricci-Flat Kahler metrics on affine algebraic manifolds and degenerations of Kahler-Einstein K3 surfaces, R. Kobayaski; moduli of Einstein metrics on K3 surfaces and degeneration of type I, R. Kobayaski; uniformization of complex surfaces, R. Kobayaski; Yang-Mills connections and Einstein-Hermitian metrics, M. Itoh and H. Nakajima.
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