| Description |
xv, 543 pages ; 24 cm |
| Series |
Springer monographs in mathematics |
|
Springer monographs in mathematics.
|
| Contents |
Ch. 1. Polynomials -- Ch. 2. Duality Theory for Polynomials -- Ch. 3. Holomorphic Mappings between Locally Convex Spaces -- Ch. 4. Decompositions of Holomorphic Functions -- Ch. 5. Riemann Domains -- Ch. 6. Holomorphic Extensions |
| Summary |
"This book considers fundamental questions connected with, and arising from, locally convex space structures on spaces of holomorphic functions over infinite dimensional spaces."--BOOK JACKET. "The book provides a self-contained introduction for the non-expert and is a comprehensive summary for the expert. The reader is assumed to have a first year graduate level acquaintance with topology, functions of one complex variable and Banach space theory."--BOOK JACKET |
| Bibliography |
Includes bibliographical references (pages [485]-532) and index |
| Subject |
Functions of complex variables.
|
|
Holomorphic functions.
|
|
Linear topological spaces.
|
| LC no. |
99025273 |
| ISBN |
1852331585 (acid-free paper) |
|
