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Research Problems in Complex Analysis

Research Problems in Complex Analysis J. M. ANDERSON, K. F . BART H AND D. A. BRANNAN This report is in two self-contained parts. The first is a collection of research problems in complex analysis. Most of the problems were posed by participants at the London Mathematical Society Symposium on Potential Theory and Conformal Mapping held at the University of Durham from 2 July to 12 July, 1976 and sponsored by the Science Research Council. The problems marked with an asterisk were posed at problem sessions held at Queen Elizabeth College, London during the academic year 1975-76. The problems are numbered consecutively with the problems in reports of two earlier symposia, references [A] and [B] below, though two additional sections, on spaces of analytic functions and on interpolation and approximation, have been added. The second part of the report is a summary of a lecture given at the symposium by Professor W. K. Hayman, reporting progress on problems in the two previous reports. The authors wish to thank Professor Hayman for his assistance in compiling this report, and the members of the symposium for suggesting so many interesting and varied problems. On behalf of all the participants we express our appreciation to the Science http://www.deepdyve.com/assets/images/DeepDyve-Logo-lg.png Bulletin of the London Mathematical Society Wiley

Research Problems in Complex Analysis

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Publisher
Wiley
Copyright
© London Mathematical Society
ISSN
0024-6093
eISSN
1469-2120
DOI
10.1112/blms/9.2.129
Publisher site
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Abstract

J. M. ANDERSON, K. F . BART H AND D. A. BRANNAN This report is in two self-contained parts. The first is a collection of research problems in complex analysis. Most of the problems were posed by participants at the London Mathematical Society Symposium on Potential Theory and Conformal Mapping held at the University of Durham from 2 July to 12 July, 1976 and sponsored by the Science Research Council. The problems marked with an asterisk were posed at problem sessions held at Queen Elizabeth College, London during the academic year 1975-76. The problems are numbered consecutively with the problems in reports of two earlier symposia, references [A] and [B] below, though two additional sections, on spaces of analytic functions and on interpolation and approximation, have been added. The second part of the report is a summary of a lecture given at the symposium by Professor W. K. Hayman, reporting progress on problems in the two previous reports. The authors wish to thank Professor Hayman for his assistance in compiling this report, and the members of the symposium for suggesting so many interesting and varied problems. On behalf of all the participants we express our appreciation to the Science

Journal

Bulletin of the London Mathematical Society – Wiley

Published: Jul 1, 1977

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