Geometric Theory of Singular Phenomena in Partial Differential Equations (Hardcover)

Preface; 1. Problemes de Monge-Ampere, courbes pseudo-holomorphes F. Labourie; 2. Multiplier ideal sheaves and Futaki's invariant A. M. Nadel; 3. Gluing and moduli for non-compact geometric problems R. Mazzeo and D. Pollack; 4. Metrics on Tiemann surfaces and the geometry of moduli spaces L. Habermann and J. Jost; 5. The orbifold fundamental group of Persson-Noether-Horikawa surfaces F. Catanese and S. Manfredini; 6. Introduction to differential geometry of twistor spaces P. de Bartolomeis and A. Nannicini; 7. Energy minimizing maps from a domain of R3 into S2 M. Giaquinta, G. Modica and J. Soucek.