This book contains 23 original and fully refereed chapters, developed from presentations at a conference at the Aristotle University of Thessaloniki, Greece, held in May 2006. The book represents a valuable overview of current research in the mathematical area of complex and harmonic analysis. Among the subjects investigated in this book are:
- Geometric Function Theory and Complex Iteration
- Function Spaces and Composition Operators
- Extremal Problems, Potential Theory
- Maximal Functions, Analysis on Manifolds