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math.AP2014
Partial Hölder continuity for Q-valued energy minimizing maps
Jonas Hirsch
We consider multivalued maps between open () and a smooth, compact Riemannian manifold locally minimizing the Dirichlet energy. An in…
math.AP2014
Boundary regularity of Dirichlet minimizing Q-valued functions
Jonas Hirsch
We consider the Hölder continuity for the Dirichlet problem at the boundary. Almgren introduced the multivalued; Q-valued functions for studying regularity of minimal surfaces in h…