
Complex Analysis and Geometry
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This volume is the proceedings of a conference held at Ohio State University in May of 1999. Over sixty mathematicians from around the world participated in this conference and principal lectures were given by some of the most distinguished experts in the field. The proceedings volume contains fully refereed research articles from some of the principal speakers, including: Salah Baouendi (UCSD), David Barrett (Univ. Michigan), Bo Berndtsson (Goteborg), David Catlin (Purdue Univ.), Micheal Christ (Berkeley), John D'Angelo (Univ. Illinois), Xiaojun Huang (Rutgers), J. J. Kohn (Princeton), Y.-T. Siu (Harvard), and Emil Straube (Texas A & M).
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Content
- Intro
- Preface
- Table of contents
- Points in general position in real-analytic submanifolds in C⊃&N&/sup& and applications
- Holomorphic motion of circles through affine bundles
- Weighted estimates for the ?¯-equation
- Hypoellipticity in the infinitely degenerate regime
- Spiraling and nonhypoellipticity
- Positivity conditions for real-analytic functions
- On a generalized reflection principle in C⊃&2&/sup&
- Compactness in the ?¯-Neumann problem
- Hypoellipticity at non-subelliptic points
- Very ampleness part of Fujita's conjecture and multiplier ideal sheaves of Kohn and Nadel
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