· Existence theorems and qualitative properties of conformal and quasiconformal mappings
· A bibliography, including many hints to applications in electrostatics, heat conduction, potential flows (in the plane).
Table of Contents
- Preface (R. Kühnau).
Quasiconformal mappings in euclidean space (F.W. Gehring).
Variational principles in the theory of quasiconformal maps (S.L. Krushkal).
The conformal module of quadrilaterals and of rings (R. Kühnau).
Canonical conformal and quasiconformal mappings. Identities. Kernel functions (R. Kühnau).
Univalent holomorphic functions with quasiconform extensions (variational approach) (S.L. Krushkal).
Transfinite diameter, Chebyshev constant and capacity (S. Kirsch).
Some special classes of conformal mappings (T.J. Suffridge).
Univalence and zeros of complex polynomials (G. Schmieder).
Methods for numerical conformal mapping (R. Wegmann).
Univalent harmonic mappings in the plane (D. Bshouty, W. Hengartner).
Quasiconformal extensions and reflections (S.L. Krushkal).
Beltrami equation (U. Srebro, E. Yakubov).
The applications of conformal maps in electrostatics (R. Kühnau).
Special functions in Geometric Function Theory (S.-L. Qin, M. Vuorinen).
Extremal functions in Geometric Function Theory. Special functions. Inequalities (R. Kühnau).
Eigenvalue problems and conformal mapping (B. Dittmar).
Foundations of quasiconformal mappings (C.A. Cazacu).
Quasiconformal mappings in value-distribution theory (D. Drasin. A.A. Gol’dberg, P. Poggi-Corradini).
- No. of pages: 876
- Language: English
- Copyright: © North Holland 2004
- Published: December 9, 2004
- Imprint: North Holland
- eBook ISBN: 9780080495170
About the Editor
Affiliations and Expertise
Ratings and Reviews
There are currently no reviews for "Handbook of Complex Analysis"