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Capacities in Complex Anaylsis by Urban Cegrell (Paperback, 1988)

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Product Information

The purpose of this book is to study plurisubharmonic and analytic functions in n using capacity theory. The case n=l has been studied for a long time and is very well understood. The theory has been generalized to mn and the results are in many cases similar to the situation in . However, these results are not so well adapted to complex analysis in several variables - they are more related to harmonic than plurihar- monic functions. Capacities can be thought of as a non-linear generali- zation of measures; capacities are set functions and many of the capacities considered here can be obtained as envelopes of measures. In the mn theory, the link between functions and capa- cities is often the Laplace operator - the corresponding link in the n theory is the complex Monge-Ampere operator. This operator is non-linear (it is n-linear) while the Laplace operator is linear. This explains why the theories in mn and n differ considerably. For example, the sum of two harmonic functions is harmonic, but it can happen that the sum of two plurisubharmonic functions has positive Monge-Ampere mass while each of the two functions has vanishing Monge-Ampere mass. To give an example of similarities and differences, consider the following statements. Assume first that is an open subset VIII of n and that K is a closed subset of Q. Consider the following properties that K mayor may not have.

Product Identifiers

Publisher
Friedrich Vieweg & Sohn Verlagsgesellschaft Mbh
ISBN-13
9783528063351
eBay Product ID (ePID)
95468640

Product Key Features

Author
Urban Cegrell
Publication Name
Capacities in Complex Anaylsis
Format
Paperback
Language
English
Subject
Mathematics
Publication Year
1988
Type
Textbook
Number of Pages
168 Pages

Dimensions

Item Height
230mm
Volume
14

Additional Product Features

Title_Author
Urban Cegrell
Issn
0179-2156
Series Title
Aspects of Mathematics
Country/Region of Manufacture
Germany

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