Add to ORKGWe establish existence and regularity for a solution of the evolution problem associated to p-harmonic maps if the target manifold has a nonpositive sectional curvature
This article presents L^p estimates for the gradient of p-harmonic maps. Since the system satisfies...
A theory of generalized harmonic maps between metric spaces is developed. The energy integral for ma...
This paper addresses the Cauchy problem for the gradient flow equation in a Hilbert space governed b...
We consider the 1-harmonic flow of maps from a bounded domain into a submanifold of a Euclidean spac...
We investigate p-harmonic maps, p ≥ 2, from a complete non-compact manifold into a non-positively cu...
The harmonic map energy of a map from a closed, constant-curvature surface to a closed target manifo...
We investigate p-harmonic maps, p 65 2, from a complete non-compact manifold into a non-positively ...
In this thesis we consider a fully nonlinear parabolic evolution equation for a hypersurface in the ...
We consider non-homogeneous degenerate and singular parabolic equations of the p-Laplacian type and ...
We study the heat flow of p-harmonic maps between complete Riemannian manifolds. We prove the global...
This thesis studies problems derived from nonlinear partial differential equations of parabolic type...
We find some new examples to show nonuniquence for the heat flow of harmonic maps where weak solutio...
We introduce a notion of solution to the 1-harmonic flow –i.e., the formal gradient flow of the tota...
Let M be a C-2-smooth Riemannian manifold with boundary and N a complete C-2-smooth Riemannian manif...
We study the main consequences of the existence of a Gradient Flow (GF for short), in the form of Ev...
This article presents L^p estimates for the gradient of p-harmonic maps. Since the system satisfies...
A theory of generalized harmonic maps between metric spaces is developed. The energy integral for ma...
This paper addresses the Cauchy problem for the gradient flow equation in a Hilbert space governed b...
We consider the 1-harmonic flow of maps from a bounded domain into a submanifold of a Euclidean spac...
We investigate p-harmonic maps, p ≥ 2, from a complete non-compact manifold into a non-positively cu...
The harmonic map energy of a map from a closed, constant-curvature surface to a closed target manifo...
We investigate p-harmonic maps, p 65 2, from a complete non-compact manifold into a non-positively ...
In this thesis we consider a fully nonlinear parabolic evolution equation for a hypersurface in the ...
We consider non-homogeneous degenerate and singular parabolic equations of the p-Laplacian type and ...
We study the heat flow of p-harmonic maps between complete Riemannian manifolds. We prove the global...
This thesis studies problems derived from nonlinear partial differential equations of parabolic type...
We find some new examples to show nonuniquence for the heat flow of harmonic maps where weak solutio...
We introduce a notion of solution to the 1-harmonic flow –i.e., the formal gradient flow of the tota...
Let M be a C-2-smooth Riemannian manifold with boundary and N a complete C-2-smooth Riemannian manif...
We study the main consequences of the existence of a Gradient Flow (GF for short), in the form of Ev...
This article presents L^p estimates for the gradient of p-harmonic maps. Since the system satisfies...
A theory of generalized harmonic maps between metric spaces is developed. The energy integral for ma...
This paper addresses the Cauchy problem for the gradient flow equation in a Hilbert space governed b...