Complex Analysis

Table of Contents

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   Book Overview
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   Chapter 1 Cross-ratios and Schwarzian Derivatives in R n
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   Chapter 2 Remarks on “almost best” Approximation in the Complex Plane
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   Chapter 3 Conformal Mappings onto Nonoverlapping Regions
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   Chapter 4 On Wiener Conditions for minimally thin and rarefied Sets
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   Chapter 5 The Matrix and Chordal Norms of Möbius Transformations
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   Chapter 6 On Meromorphic Functions with Growth Conditions
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   Chapter 7 A Theorem of Wolff-Denjoy Type
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   Chapter 8 Curvature Estimates for some Minimal Surfaces
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    Chapter 9 On some elementary Applications of the Reflection Principle to Schwarz-Christoffel Integrals
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    Chapter 10 Konforme Verheftung und logarithmisches Potential
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    Chapter 11 On Boundary Correspondence for Domains on the Sphere
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    Chapter 12 On Circulants
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    Chapter 13 Interpolation by Entire Functions in ℂ — another Look
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    Chapter 14 Möglichst konforme Spiegelung an einem Jordanbogen auf der Zahlenkugel
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    Chapter 15 On BMO and the Torsion Function
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    Chapter 16 Subharmonic Majorants and Some Applications
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    Chapter 17 On Weighted Extremal Length of Families of Curves
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    Chapter 18 On Approximation by Rational Functions of Class L 1
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    Chapter 19 On Fixed Points of Conformal Automorphisms of Riemann Surfaces
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    Chapter 20 The Variation of Harmonic Differentials and their Periods
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    Chapter 21 On the Extremality and Unique Extremality of Certain Teichmüller Mappings
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    Chapter 22 Angular Distribution of Meromorphic Functions in the Unit Disk