The Blow-Up of p-Harmonic maps.
The Dirichlet-problem for harmonic maps from the disk into a lorentzian warped product
The Equator Map and the negative exponential functional.
The evolution of harmonic mappings with free boundaries.
The evolution of harmonic maps
The evolution of the scalar curvature of a surface to a prescribed function
We investigate the gradient flow associated to the prescribed scalar curvature problem on compact riemannian surfaces. We prove the global existence and the convergence at infinity of this flow under sufficient conditions on the prescribed function, which we suppose just continuous. In particular, this gives a uniform approach to solve the prescribed scalar curvature problem for general compact surfaces.
The existence of nonminimal regular harmonic maps from to
The explicit construction and parametrization of all harmonic maps from the two-sphere to a complex Grassmannian.
The explicit construction of all harmonic two-spheres in G2 (Rn).
The family of isometric superconformal harmonic maps and the affine Toda equations.
The geometry of pseudo harmonic morphisms.
The heat equation and harmonic maps of complete manifolds.
The heat flows and harmonic maps of complete noncompact Riemannian manifolds.
The Holomorphic or Anti-Holomorphic Character of Harmonic Maps into Irreducible Compact Quotients of Polydiscs.
The information metric on rational maps.
The Landau-Lifshitz equation with the external field - a new extension for harmonic maps with values in S2.
The Nonlinear Connections and Harmonicity.
The Rate of Convergence of a Harmonic Map at a Singular Point.
The Singular Set of an energy minimzing map from B4 to S2.
The Strong Rigidity of Locally Symmetric Complex Manifolds of Rank One and Finite Volume.