The complex Monge–Ampère operator in the Cegrell classes
Volume 466 / 2009
Dissertationes Mathematicae 466 (2009), 1-83
MSC: Primary 32W20; Secondary 32U15.
DOI: 10.4064/dm466-0-1
Abstract
The complex Monge–Ampère operator is a useful tool not only within pluripotential theory, but also in algebraic geometry, dynamical systems and Kähler geometry. In this self-contained survey we present a unified theory of Cegrell's framework for the complex Monge–Ampère operator.
