A Schwarz–Pick lemma for minimal maps
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DOI: 10.1007/s10455-019-09663-y
Abstract: In this note, we prove a Schwarz–Pick-type lemma for minimal maps between negatively curved Riemann surfaces. More precisely, we prove that if $$f:M\rightarrow N$$f:M→N is a minimal map with bounded Jacobian determinant between two complete… read more here.
Keywords: schwarz pick; geometry; lemma minimal; minimal maps ... See more keywords