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Readership: Graduates and researchers in mathematics, particularly Riemannian geometry, and non-expert researchers in related fields, such as physicists working in the area of String Theory.
Charles Boyer, University of New Mexico, and the late Krzysztof Galicki, University of New Mexico
Preface Introduction 1: Structures on Manifolds 2: Foliations 3: Kähler Manifolds 4: Fundamentals of Orbifolds 5: Kähler-Einstein Metrics 6: Almost Contact and Contact Geometry 7: K-Contact and Sasakian Structures 8: Symmetries and Sasakian Structures 9: Links as Sasakian Manifolds 10: Sasakian Geometry in Dimensions Three and Five 11: Sasaki-Einstein Geometry 12: Quaternionic Kähler and Hyperkähler Manifolds 13: 3-Sasakian Manifolds 14: Sasakian Stuctures, Killing Spinors, and Supersymmetry Appendix A Appendix B Bibliography Index
