TY  - BOOK
AU  - Kühnau,Reiner
TI  - Handbook of complex analysis: geometric function theory 
SN  - 0444828451
AV  - QA360 .G46 2002
PY  - 2002///-
CY  - Amsterdam, Boston
PB  - North Holland/Elsevier
KW  - Geometric function theory
N1  - Includes bibliographical references and indexes; Preface; List of Contributors; Univalent and multivalent functions; (W.K. Hayman); Conformal maps at the boundary; (Ch. Pommerenke); Extremal quasiconformal mapings of the disk; (E. Reich); Conformal welding; (D.H. Hamilton); Siegel disks and geometric function theory in the work of Yoccoz; (D.H. Hamilton); Sufficient confidents for univalence and quasiconformal extendibility of analytic functions; (L.A. Aksent'ev, P.L. Shabalin); Bounded univalent functions; (D.V. Prokhorov); The *-function in complex analysis; (A. Baernstein II); Logarithmic geometry, exponentiation, and coefficient bounds in the theory of univalent functions and nonoverlapping domains; (A.Z. Grinshpan); Circle packing and discrete analytic function theory; (K. Stephenson); Extreme points and support points; (T.H. MacGregory, D.R. Wilken); The method of the extremal metric; (J.A. Jenkins); Universal Teichmüller space; (F.P. Gardiner, W.J. Harvey); Application of conformal and quasiconformal mappings and their properties in approximation theory; (V.V. Andrievskii); Author Index; Subject Index
ER  -