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Mobius Invariant QK Spaces

  • Hasi Wulan
  • Kehe Zhu

Table of contents

  1. Front Matter
    Pages i-viii
  2. Hasi Wulan, Kehe Zhu
    Pages 1-24
  3. Hasi Wulan, Kehe Zhu
    Pages 25-58
  4. Hasi Wulan, Kehe Zhu
    Pages 59-80
  5. Hasi Wulan, Kehe Zhu
    Pages 81-117
  6. Hasi Wulan, Kehe Zhu
    Pages 119-142
  7. Hasi Wulan, Kehe Zhu
    Pages 143-161
  8. Hasi Wulan, Kehe Zhu
    Pages 163-188
  9. Hasi Wulan, Kehe Zhu
    Pages 189-217
  10. Hasi Wulan, Kehe Zhu
    Pages 219-243
  11. Back Matter
    Pages 245-253

About this book

Introduction

This monograph summarizes the recent major achievements in Möbius invariant QK spaces. First introduced by Hasi Wulan and his collaborators, the theory of QK spaces has developed immensely in the last two decades, and the topics covered in this book will be helpful to graduate students and new researchers interested in the field. Featuring a wide range of subjects, including an overview of QK spaces, QK-Teichmüller spaces, K-Carleson measures and analysis of weight functions, this book serves as an important resource for analysts interested in this area of complex analysis. Notes, numerous exercises, and a comprehensive up-to-date bibliography provide an accessible entry to anyone with a standard graduate background in real and complex analysis.

Keywords

Mobius Invariant Spaces QK Spaces Complex Analysis Weight Functions K-Carleson Measures Decompositions Interpolation Teichmuller Spaces

Authors and affiliations

  • Hasi Wulan
    • 1
  • Kehe Zhu
    • 2
  1. 1.Department of MathematicsShantou UniversityShantouChina
  2. 2.Department of Mathematics and StatisticsState University of New YorkAlbanyUSA

Bibliographic information

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