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Geometric Function Theory in Several Complex Variables
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University of Science and Technology of China,
Hefei, Aug. 30 - Sep. 2, 2002 |
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Description:
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All topics about the extensions of the geometric function theory
of one complex variable to several complex variables are topics
of geometric function theory of several complex variables. It
was developed rapidly during last ten years. American
Mathematical Society set it as a section in annual meeting since
1993.
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Academic Committee:
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C.H. Fitzgerald (chairman) ,
University of California, San Diego , USA
Sheng Gong, University of
Science and Technology of China , Hefei, China
Ian Graham, University of Toronto, Canada
Adam Koranyi, City University of New York, USA
David Minda, University of Cincinnati, USA
T.J. Suffridge,University of Kentucky, USA
Larry Zalcman, Bar-lian University, Israel.
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Organizing Committee: |
Sheng Gong(chairman),University of Science
and Technology of China
Shangzhi Li, University of Science and
Technology of China
Jihuai Shi, University of Science and
Technology of China
Shikun Wang, Institute of Applied
Mathematics,Chinese Academy of Sciences
Xiangdong Ye, University of Science and
Technology of China
Qihuang Yu, Institute of Applied
Mathematics,Chinese Academy of Sciences
Xuean Zheng, Beijing Normal University
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Organizer: |
Shangzhi Li <lisz@ustc.edu.cn>
Department of Mathematics,
University of Science and Technology of China Hefei, Anhui, China
Tel: 86-551-3601005
Fax: 86-551-3631760
Taishun Liu <lts@ustc.edu.cn>
Department of Mathematics,
University of Science and Technology of China 230026 Hefei, Anhui, China
Tel: +86-551-3602998
Fax: +86-551-3631760
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Please send your suggestions and comment to: icmsec@beijing.icm2002.org.cn Last modified:
Dec. 21,
2001
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2001
© Copyright by Chinese Mathematical Society. All Rights Reserved
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