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https://doi.org/10.1080/0278107031000154867
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Cite Publication Date: Aug 1, 2003 | |
 Citations: 11 |
Affiliation: University of Virginia, University of Montana, University of Toledo
We obtain estimates on higher-order derivatives that generalize the classical Schwarz–Pick inequality for analytic self-maps of the unit disk. We discuss further extensions involving certain weight functions, converse results, and versions of all of these results in the setting of the unit ball in .
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