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Amann, Manuel: Positive Quaternion Kähler Manifolds. 2009
Inhalt
Introduction
1.1. All the way to Positive Quaternion Kähler Geometry
What's wrong with Positive Quaternion Kähler Geometry?
1.2. A brief history of Rational Homotopy Theory
Dimension Twelve—a ``Disclassification"
Rational Homotopy Theory
3.1. Formality and spherical fibrations
3.1.1. Even-dimensional fibres
3.1.2. Odd-dimensional fibres
3.2. Non-formal homogeneous spaces
3.3. Pure models and Lefschetz-like properties
3.4. Low dimensions
3.4.1. Formality
3.4.2. Ellipticity
Classification Results
4.1. Preparations
4.2. Recognising quaternionic projective spaces
4.2.1. Dimension 16
4.2.2. Dimension 20
4.2.3. Dimension 24
4.3. Properties of interest
4.4. Classification results in dimension 20
4.5. A recognition theorem for the real Grassmannian
Cohomology of Wolf Spaces
Isometric Group Actions on Wolf Spaces
B.1. Isometric circle actions
B.2. Isometric involutions
B.3. Clearing ambiguities
The Euler Characteristic
The Elliptic Genus of Wolf Spaces
Indices in Dimension 16
E.1. Preliminaries
E.2. Reproofs of known relations
Bibliography
Notation Index
Index