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Analytic Functions with Real Boundary Values in Smirnov Classes E? Lisa de Castro
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Analytic Functions with Real Boundary Values in Smirnov Classes E?
Lisa de Castro
The Smirnov classes E?, where p > 0, are classes of analytic functions on bounded, n-connected domains in the complex plane. Functions in these classes satisfy a certain growth condition and have a relationship to the more well known classes of functions known as the Hardy classes H?. This book explores how the geometry of a given domain will determine the existence of non-constant analytic functions in Smirnov classes that possess real boundary values. This is a phenomenon that does not occur among functions in the Hardy classes.
| Medios de comunicación | Libros Paperback Book (Libro con tapa blanda y lomo encolado) |
| Publicado | 12 de noviembre de 2013 |
| ISBN13 | 9783659473982 |
| Editores | LAP LAMBERT Academic Publishing |
| Páginas | 72 |
| Dimensiones | 152 × 229 × 4 mm · 125 g |
| Lengua | Alemán |
