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Table of Contents
1 Simplicial Toric Varieties as Leaf Spaces
2 Homotopy Properties of Kähler Orbifolds
3 Notes on Transformations in Integrable Geometry
4 Completeness of Projective Special Kähler and Quaternionic Kähler Manifolds
5 Hypertoric Manifolds and Hyperkähler Moment Maps
6 Harmonic almost Hermitian Structures
7 Killing 2-Forms in Dimension 4
8 Twistors, Hyper-Kähler Manifolds, and Complex Moduli
9 Explicit Global Symplectic Coordinates on Kähler Manifolds
10 Instantons and Special Geometry
11 Hermitian Metrics on Compact Complex Manifolds and their Deformation Limits
12 On The Cohomology of Some Exceptional Symmetric Spaces
13 Manifolds with Exceptional Holonomy.
2 Homotopy Properties of Kähler Orbifolds
3 Notes on Transformations in Integrable Geometry
4 Completeness of Projective Special Kähler and Quaternionic Kähler Manifolds
5 Hypertoric Manifolds and Hyperkähler Moment Maps
6 Harmonic almost Hermitian Structures
7 Killing 2-Forms in Dimension 4
8 Twistors, Hyper-Kähler Manifolds, and Complex Moduli
9 Explicit Global Symplectic Coordinates on Kähler Manifolds
10 Instantons and Special Geometry
11 Hermitian Metrics on Compact Complex Manifolds and their Deformation Limits
12 On The Cohomology of Some Exceptional Symmetric Spaces
13 Manifolds with Exceptional Holonomy.