In this article, we investigate the regularity for certain elliptic systems without an L2-antisymmetric structure. As applications, we prove some regularity results for weakly harmonic maps from the unit ball B=B(m)⊂Rm (m⩾2) into certain pseudo-Riemannian manifolds
After a brief introduction, we consider three main results in the existence theory of harmonic maps ...
In 1981, Sacks and Uhlenbeck introduced their famous $\alpha$-energy as a way to approximate the Dir...
We discuss regularity issues for harmonic maps from a n-dimensional Riemannian polyhedral complexX t...
AbstractIn this article, we investigate the regularity for certain elliptic systems without an L2-an...
Abstract. Via gauge theory, we give a new proof of partial regularity for harmonic maps in dimension...
Abstract. We prove (see Theorem 1.3 below) that a generalized harmonic map into a round sphere, i.e....
We shall consider harmonic maps from $n$-dimensional compact connected Riemannian manifold with bou...
We study local properties of weak subelliptic F-harmonic maps of a nondegenerate CR manifold into a ...
In this work, we show some regularity and uniqueness results for generalized harmonic maps on target...
We prove an j-regularity theorem for vector-valued p-harmonic maps, which are critical with respect ...
Let M be a C-2-smooth Riemannian manifold with boundary and N a complete C-2-smooth Riemannian manif...
This thesis deals with regualrity questions of elliptic and parabolic systems of partial differentia...
Abstract. We show a regularity criterion to the harmonic heat flow from 2-dimensional Rie-mannian ma...
We establish the regularity theory for certain critical elliptic systems with an anti-symmetric stru...
Abstract. We study Dirac-harmonic maps from a Riemann surface to a sphere Sn. We show that a weakly ...
After a brief introduction, we consider three main results in the existence theory of harmonic maps ...
In 1981, Sacks and Uhlenbeck introduced their famous $\alpha$-energy as a way to approximate the Dir...
We discuss regularity issues for harmonic maps from a n-dimensional Riemannian polyhedral complexX t...
AbstractIn this article, we investigate the regularity for certain elliptic systems without an L2-an...
Abstract. Via gauge theory, we give a new proof of partial regularity for harmonic maps in dimension...
Abstract. We prove (see Theorem 1.3 below) that a generalized harmonic map into a round sphere, i.e....
We shall consider harmonic maps from $n$-dimensional compact connected Riemannian manifold with bou...
We study local properties of weak subelliptic F-harmonic maps of a nondegenerate CR manifold into a ...
In this work, we show some regularity and uniqueness results for generalized harmonic maps on target...
We prove an j-regularity theorem for vector-valued p-harmonic maps, which are critical with respect ...
Let M be a C-2-smooth Riemannian manifold with boundary and N a complete C-2-smooth Riemannian manif...
This thesis deals with regualrity questions of elliptic and parabolic systems of partial differentia...
Abstract. We show a regularity criterion to the harmonic heat flow from 2-dimensional Rie-mannian ma...
We establish the regularity theory for certain critical elliptic systems with an anti-symmetric stru...
Abstract. We study Dirac-harmonic maps from a Riemann surface to a sphere Sn. We show that a weakly ...
After a brief introduction, we consider three main results in the existence theory of harmonic maps ...
In 1981, Sacks and Uhlenbeck introduced their famous $\alpha$-energy as a way to approximate the Dir...
We discuss regularity issues for harmonic maps from a n-dimensional Riemannian polyhedral complexX t...
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