In recent years, the interplay between the methods of functional analysis and complex analysis has led to some remarkable results in a wide variety of topics. It turned out that the structure of spaces of holomorphic functions is fundamentally linked to certain invariants initially defined on abstract Fréchet spaces as well as to the developments in pluripotential theory.

The aim of this volume is to document some of the original contributions to this topic presented at a conference held at Sabancı University in İstanbul, in September 2007. This volume also contains some surveys that give an overview of the state of the art and initiate further research in the interplay between functional and complex analysis.

Readership

Graduate students and research mathematicians interested in functional analysis, complex analysis, and linear partial differential equations.