On pseudo-harmonic maps in conformal geometry

Conformal and Harmonic Measures on Laminations Associated with Rational Maps

The framework of aane and hyperbolic laminations provides a unifying foundation for many aspects of conformal dynamics and hyperbolic geometry. The central objects of this approach are an aane Riemann surface lamination A and the associated hyperbolic 3-lamination H endowed with an action of a discrete group of iso-morphisms. This action is properly discontinuous on H, which allows one to pass ...

The Geometry of Harmonic Maps and Morphisms

We give a survey of harmonic morphisms between Riemannian manifolds, concentrating on their construction and relations with the geometry of foliations.

Submanifolds with Harmonic Mean Curvature in Pseudo-hermitian Geometry

We classify Hopf cylinders with proper mean curvature vector field in Sasakian 3-manifolds with respect to the Tanaka-Webster connection.

Pseudo-Conformal Geometry of Polygenic Functions of Several Complex Variables.

Pseudo-conformal Geometry: Functions of Two Complex Variables