Removable singularities and bubbling of harmonic maps and biharmonic maps

Details Removable singularities and bubbling of harmonic maps and biharmonic maps Removable singularities and bubbling of harmonic maps and biharmonic maps

2009-12-21

arxiv.org/abs/0912.4086v4

Mathematics

Differential Geometry

Scientific paper

By using Moser's iteration technique, we show some removable singularity
theorem of the tension field for biharmonic maps into manifolds of non-positive
curvature, and the bubbling theorem of biharmonic maps and also harmonic maps.

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