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A Schwarz-type lemma for noncompact manifolds with boundary and geometric applications
Published 10 Feb 2016 in math.DG and math.AP | (1602.03371v1)
Abstract: We prove a Schwarz-type lemma for noncompact manifolds with possibly noncompact boundary. The result is a consequence of a suitable form of the weak maximum principle of independent interest. The paper is enriched with applications to conformal deformations of noncompact manifolds with boundary, among them a generalization of a classical result by Escobar.
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