Complex Analysis

Inhaltsverzeichnis

• 1) Cross-ratios and Schwarzian derivatives in Rn.
• 2) Remarks on “almost best” approximation in the complex plane.
• 3) Conformal mappings onto nonoverlapping regions.
• 4) On Wiener conditions for minimally thin and rarefied sets.
• 5) The matrix and chordal norms of Möbius transformations.
• 6) On meromorphic functions with growth conditions.
• 7) A theorem of Wolff-Denjoy type.
• 8) Curvature estimates for some minimal surfaces.
• 9) On some elementary applications of the reflection principle to Schwarz-Christoffel integrals.
• 10) Konforme Verheftung und logarithmisches Potential.
• 11) On boundary correspondence for domains on the sphere.
• 12) On circulants.
• 13) Interpolation by entire functions in ? — another look.
• 14) Möglichst konforme Spiegelung an einem Jordanbogen auf der Zahlenkugel.
• 15) On BMO and the torsion function.
• 16) Subharmonic majorants and some applications.
• 17) On weighted extremal length of families of curves.
• 18) On approximation by rational functions of class L1.
• 19) On fixed points of conformal automorphisms of Riemann surfaces.
• 20) The variation of harmonic differentials and their periods.
• 21) On the extremality and unique extremality of certain Teichmüller mappings.
• 22) Angular distribution of meromorphic functions in the unit disk.