Add to ORKGWe discuss the relaxed functional of the Dirichlet energy. We also prove partial regularity of minimizers and concentration of the gradient on singular lines
Abstract. We study Dirac-harmonic maps from a Riemann surface to a sphere Sn. We show that a weakly ...
Abstract.We discuss a variational problem defined on couples of functions that are constrained to ta...
Abstract. In this paper, we prove some regularity results for the boundary of an open subset of Rd w...
We discuss the relaxed functional of the Dirichlet energy. We also prove partial regularity of minim...
The Dirichlet energy of Sobolev mappings between Riemannian manifolds is studied. After giving an e...
The Dirichlet energy of Sobolev mappings between Riemannian manifolds is studied. After giving an ex...
We propose a newapproximation for the relaxed energy E of the Dirichlet energy and prove that the mi...
We discuss the partial regularity of minimizers of energy functionals such as (1)/(p)integral(Omega)...
We propose a new approximation for the relaxed energy E of the Dirichlet energy and prove that the m...
In this paper, we study the relaxed energy for biharmonic maps from an m-dimensional domain into sph...
Abstract. We study the partial regularity of minimizers for certain singular functionals in the calc...
AbstractWe discuss the convergence of minimizers of some perturbations of the Dirichlet energy of ma...
We discuss the convergence of minimizers of some perturbations of the Dirichlet energy of maps with ...
We shall consider harmonic maps from $n$-dimensional compact connected Riemannian manifold with bou...
AbstractWe prove that every minimizer on H1(Ω; S2) of the relaxed energy ∝¦▽u¦2 + 8πλL(u), where 0 ⩽...
Abstract. We study Dirac-harmonic maps from a Riemann surface to a sphere Sn. We show that a weakly ...
Abstract.We discuss a variational problem defined on couples of functions that are constrained to ta...
Abstract. In this paper, we prove some regularity results for the boundary of an open subset of Rd w...
We discuss the relaxed functional of the Dirichlet energy. We also prove partial regularity of minim...
The Dirichlet energy of Sobolev mappings between Riemannian manifolds is studied. After giving an e...
The Dirichlet energy of Sobolev mappings between Riemannian manifolds is studied. After giving an ex...
We propose a newapproximation for the relaxed energy E of the Dirichlet energy and prove that the mi...
We discuss the partial regularity of minimizers of energy functionals such as (1)/(p)integral(Omega)...
We propose a new approximation for the relaxed energy E of the Dirichlet energy and prove that the m...
In this paper, we study the relaxed energy for biharmonic maps from an m-dimensional domain into sph...
Abstract. We study the partial regularity of minimizers for certain singular functionals in the calc...
AbstractWe discuss the convergence of minimizers of some perturbations of the Dirichlet energy of ma...
We discuss the convergence of minimizers of some perturbations of the Dirichlet energy of maps with ...
We shall consider harmonic maps from $n$-dimensional compact connected Riemannian manifold with bou...
AbstractWe prove that every minimizer on H1(Ω; S2) of the relaxed energy ∝¦▽u¦2 + 8πλL(u), where 0 ⩽...
Abstract. We study Dirac-harmonic maps from a Riemann surface to a sphere Sn. We show that a weakly ...
Abstract.We discuss a variational problem defined on couples of functions that are constrained to ta...
Abstract. In this paper, we prove some regularity results for the boundary of an open subset of Rd w...