Add to ORKGIn this paper we give a unified framework for constructing harmonic morphisms from the irreducible Riemannian symmetric spaces HHn, CHn, RH2n+l, HPn, CPn and RP2n+1 of rank one. Using this we give a positive answer to the global existence problem for the non-compact hyperbolic cases
Abstract. The structure of local and global harmonic morphisms between Rie-mannian manifolds, with t...
This is a survey on harmonic maps and biharmonic maps into (1) Riemannian manifolds of non-positive ...
Very recently, Markovic, Lemm-Markovic and Benoist-Hulin, established the existence of a harmonic ma...
In this paper we give a positive answer to the open existence problem for complex-valued harmonic mo...
In this paper we prove the local existence of complex-valued harmonic morphisms from any compact sem...
In this paper we introduce two new methods for constructing harmonic morphisms from solvable Lie gro...
AbstractIn this paper we prove the local existence of complex-valued harmonic morphisms from any com...
In this paper we consider the Dirichlet problem at infinity of proper harmonic maps from noncompact ...
A harmonic morphism is a map between two Riemannian manifolds with the property that its composition...
We construct the first known complex-valued harmonic morphisms from the non-compact Lie groups View ...
AbstractWe construct the first known complex-valued harmonic morphisms from the non-compact Lie grou...
In this article, we introduce a new method for manufacturing harmonic morphisms from semi-Riemannian...
The harmonic morphisms φ : Mn+1 → Nn are studied using the methods of the moving frame and exterior ...
In this paper, we show that the projection of every compact Riemannian manifold of positive curvatur...
In this paper we give a method for constructing complete minimal submanifolds of the hyperbolic spac...
Abstract. The structure of local and global harmonic morphisms between Rie-mannian manifolds, with t...
This is a survey on harmonic maps and biharmonic maps into (1) Riemannian manifolds of non-positive ...
Very recently, Markovic, Lemm-Markovic and Benoist-Hulin, established the existence of a harmonic ma...
In this paper we give a positive answer to the open existence problem for complex-valued harmonic mo...
In this paper we prove the local existence of complex-valued harmonic morphisms from any compact sem...
In this paper we introduce two new methods for constructing harmonic morphisms from solvable Lie gro...
AbstractIn this paper we prove the local existence of complex-valued harmonic morphisms from any com...
In this paper we consider the Dirichlet problem at infinity of proper harmonic maps from noncompact ...
A harmonic morphism is a map between two Riemannian manifolds with the property that its composition...
We construct the first known complex-valued harmonic morphisms from the non-compact Lie groups View ...
AbstractWe construct the first known complex-valued harmonic morphisms from the non-compact Lie grou...
In this article, we introduce a new method for manufacturing harmonic morphisms from semi-Riemannian...
The harmonic morphisms φ : Mn+1 → Nn are studied using the methods of the moving frame and exterior ...
In this paper, we show that the projection of every compact Riemannian manifold of positive curvatur...
In this paper we give a method for constructing complete minimal submanifolds of the hyperbolic spac...
Abstract. The structure of local and global harmonic morphisms between Rie-mannian manifolds, with t...
This is a survey on harmonic maps and biharmonic maps into (1) Riemannian manifolds of non-positive ...
Very recently, Markovic, Lemm-Markovic and Benoist-Hulin, established the existence of a harmonic ma...