Moser, R., 2012. An Lp regularity theory for harmonic maps. Submitted paper
Motivated by the harmonic map heat flow, we consider maps between Riemannian manifolds such that the tension field belongs to an Lp-space. Under an appropriate smallness condition, a certain degree of regularity follows. For suitable solutions of the harmonic map heat flow, we have a partial regularity result as a consequence.
|Item Type ||Articles|
|Departments||Faculty of Science > Mathematical Sciences|
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