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Item Details
Title:
ANALYSIS OF SEVERAL COMPLEX VARIABLES
By:
Takeo Ohsawa
Format:
Paperback
List price:
£45.95
Our price:
£44.57
Discount:
3
% off
You save:
£1.38
ISBN 10:
0821820982
ISBN 13:
9780821820988
Availability:
Publisher out of stock. This item may be subject to delays or cancellation.
Delivery rates
Stock:
Currently
0
available
Publisher:
AMERICAN MATHEMATICAL SOCIETY
Pub. date:
1 January, 2002
Series:
Translations of Mathematical Monographs No. 211
Pages:
144
Description:
One of the approaches to the study of functions of several complex variables is to use methods originating in real analysis. This book presents how these methods produce a variety of global existence theorems in the theory of functions (based on the characterization of holomorphic functions as weak solutions of the Cauchy-Riemann equations).
Synopsis:
One of the approaches to the study of functions of several complex variables is to use methods originating in real analysis. In this concise book, the author gives a lucid presentation of how these methods produce a variety of global existence theorems in the theory of functions (based on the characterization of holomorphic functions as weak solutions of the Cauchy-Riemann equations). Emphasis is on recent results, including an L2 extension theorem for holomorphic functions, that have brought a deeper understanding of pseudoconvexity and plurisubharmonic functions. Based on Oka's theorems and his schema for the grouping of problems, the book covers topics at the intersection of the theory of analytic functions of several variables and mathematical analysis. It is assumed that the reader has a basic knowledge of complex analysis at the undergraduate level. The book would make a fine supplementary text for a graduate-level course on complex analysis.
Illustrations:
bibliography, index
Publication:
US
Imprint:
American Mathematical Society
Returns:
Returnable
Some other items by this author:
ANALYTIC CONTINUATION AND Q-CONVEXITY
DEVELOPMENT OF OKA-CARTAN THEORY BY L^2 ESTIMATES FOR THE D-BAR OPERATOR (HB)
L(2) APPROACHES IN SEVERAL COMPLEX VARIABLES (PB)
L2 APPROACHES IN SEVERAL COMPLEX VARIABLES (HB)
PROSPECTS IN COMPLEX GEOMETRY (PB)
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