Proceedings of the Symposium on Complex Analysis Canterbury 1973 [Paperback]

This book is essential reading for research workers and graduate students interested in complex analysis.An international conference on complex analysis was held in Canterbury in July 1973. Some of the world's most prominent complex analysts attended and some outstanding open problems had their first solutions announced there. These are reflected in this set of Proceedings. Almost all of the contributions are abstracts of talks given at the symposium.An international conference on complex analysis was held in Canterbury in July 1973. Some of the world's most prominent complex analysts attended and some outstanding open problems had their first solutions announced there. These are reflected in this set of Proceedings. Almost all of the contributions are abstracts of talks given at the symposium.An international conference on complex analysis was held in Canterbury in July 1973. Some of the world's most prominent complex analysts attended and some outstanding open problems had their first solutions announced there. These are reflected in this set of Proceedings. Almost all of the contributions are abstracts of talks given at the symposium. The final part of this volume is a section on research problems contributed by members of the conference and a report on a previous collection of problems edited by Professor W. K. Hayman after an earlier conference in 1964. This book is essential reading for research workers and graduate students interested in complex analysis.Part I. Contributions of participants: 1. A minimal-area problem in conformal mapping Dov Aharonov and Harold S. Shapiro; 2. A remark on schlicht functions with quasi-conformal extensions Lars V. Ahlfors; 3. Some extremal problems for univalent functions, harmonic measures, and subharmonic functions Albert Baernstein; 4. On coefficient problems for certain power series D. A. Brannan; 5. Approximation by analytic functions uniformly continuous on a set Leon Brown and Allen Shields; 6. A meromorphic function wil“2