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Complex Variables, Theory and Application: An International Journal Volume 21, 1993 - Issue 3-4
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Original Articles

The minimum points of the hyperbolic metricFootnote∗

David Minda University of Cincinnati, Cincinnati, OH, 45221–0025
&
Marius Overholt University of Tromso, Tromso, N-9037, Norway
Pages 265-277 | Published online: 29 May 2007

Citations (6)

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Read on this site (1)

BrianT. Gill & ThomasH. Macgregor. (2003) Minimum Points and Level Sets of the Hyperbolic Density. Complex Variables, Theory and Application: An International Journal 48:3, pages 225-234.
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Articles from other publishers (5)

Alan F. Beardon & David Minda. (2007) Dieudonné Points of Holomorphic Self-Maps of Regions. Computational Methods and Function Theory 8:2, pages 409-432.
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William Ma & David Minda. (2000) Two-Point Distortion Theorems for Spherically Convex Functions. Rocky Mountain Journal of Mathematics 30:2.
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Mario Bonk & William Cherry. (1996) Bounds on spherical derivatives for maps into regions with symmetries. Journal d'Analyse Math?matique 69:1, pages 249-274.
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Mario Bonk, David Minda & Hiroshi Yanagihara. (1996) Distortion theorems for locally univalent Bloch functions. Journal d'Analyse Math?matique 69:1, pages 73-95.
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M. Chuaqui & B. Osgood. (1994) Ahlfors-Weill extensions of conformal mappings and critical points of the Poincar? metric. Commentarii Mathematici Helvetici 69:1, pages 659-668.
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