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Preface | ||
Preface to the English Edition | ||
Notation | ||
Ch. I | Some results of approximation theory | 1 |
Ch. II | The elementary properties of Faber polynomials | 33 |
Ch. III | Faber series with the simplest conditions | 49 |
Ch. IV | Asymptotic properties of Faber polynomials | 60 |
Ch. V | Convergence of Faber series inside a domain | 77 |
Ch. VI | Series of Faber polynomials | 100 |
Ch. VII | Some properties of Faber operators | 117 |
Ch. VIII | Faber series in a closed domain | 136 |
Ch. IX | Faber polynomials and the theory of univalent functions | 168 |
Ch. X | Faber series in canonical domains | 196 |
Ch. XI | Faber series and the Riemann boundary problem | 214 |
Ch. XII | The summation formula of Dzyadyk | 233 |
Ch. XIII | Generalization of Faber polynomials and series | 252 |
Ch. XIV | Some recent results | 270 |
Comments and Supplements | 283 | |
References | 287 | |
Authors Index | 297 | |
Subject Index | 299 |
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Add Series of Faber Polynomials, Presents some important classical and modern results of the series of Faber polynomials and their applications. Interest in this subject has increased rapidly over the last decade, although the presentation of research has, until now, been confined mainly, Series of Faber Polynomials to the inventory that you are selling on WonderClubX
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Add Series of Faber Polynomials, Presents some important classical and modern results of the series of Faber polynomials and their applications. Interest in this subject has increased rapidly over the last decade, although the presentation of research has, until now, been confined mainly, Series of Faber Polynomials to your collection on WonderClub |