Volume 15, Issue 4
Locally Minimizing Smooth Harmonic Maps from Asymptotically at Manifolds into Spheres

J. Part. Diff. Eq., 15 (2002), pp. 13-27.

Published online: 2002-11

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• Abstract
By minimizing the so-called relative energy, we show that there exists a family of locally minimizing smooth harmonic maps from asymptotically flat manifolds into the standard sphere.
• Keywords

Harmonic map Hardy inequality