Chris Wendl is Professor of Differential Geometry and Global Analysis at Humboldt University of Berlin. He is the author of Holomorphic Curves in Low Dimensions: From Symplectic Ruled Surfaces to Planar Contact Manifolds (2018), and a recent recipient of an ERC Consolidator Grant.
Inhaltsangabe
Introduction 1. Closed holomorphic curves in symplectic 4-manifolds 2. Intersections, ruled surfaces and contact boundaries 3. Asymptotics of punctured holomorphic curves 4. Intersection theory for punctured holomorphic curves 5. Symplectic fillings of planar contact 3-manifolds Appendix A. Properties of pseudoholomorphic curves Appendix B. Local positivity of intersections Appendix C. A quick survey of Siefring's intersection theory References Index.
Introduction 1. Closed holomorphic curves in symplectic 4-manifolds 2. Intersections, ruled surfaces and contact boundaries 3. Asymptotics of punctured holomorphic curves 4. Intersection theory for punctured holomorphic curves 5. Symplectic fillings of planar contact 3-manifolds Appendix A. Properties of pseudoholomorphic curves Appendix B. Local positivity of intersections Appendix C. A quick survey of Siefring's intersection theory References Index.
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