Invariant distances and metrics in complex analysis
Date
Authors
Isaev, Alexander
Krantz, Stephen G
Journal Title
Journal ISSN
Volume Title
Publisher
American Mathematical Society
Abstract
Constructing a distance that is invariant
under a given class of mappings is one
of the fundamental tools for the geometric
approach in mathematics. The
idea goes back to Klein and even to
Riemann. In this article we will consider distances
invariant under biholomorphic mappings of complex
manifolds.
Description
Keywords
Citation
American Mathematical Society Notices 47.5 (2000): 546-553
Collections
Source
American Mathematical Society Notices
Type
Book Title
Entity type
Access Statement
License Rights
DOI
Restricted until
Downloads
File
Description