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...nition 1.12: "A function on an open set is ''univalent'' if it is analytic and one-to-one."}}</ref><ref>{{harv|Nehari|1975}}</ref> | title = Functions of One Complex Variable II ...

...is concave down, and red at the inflection points (0, <math>\pi</math>/2, and <math>\pi</math>).]] ...is negative will be [[concave down]] (sometimes called simply “concave”), and its tangent lines will lie above the graph of the function. ...