Abstract
AbstractLet D be a bounded domain in ℂn. A holomorphic function f: D → ℂ is called normal function if f satisfies a Lipschitz condition with respect to the Kobayashi metric on D and the spherical metric on the Riemann sphere ̅ℂ. We formulate and prove a few Lindelöf principles in the function theory of several complex variables.
Reference41 articles.
1. The Julia - Wolff - Carathéodory theorem in polydisks http dx org;Abate;Anal Math,1998
2. Normal functions in;Gavrilov;Math Montisnigri,2001
3. Lindelöf s theorem in ℂn Ukrainian http dx org;Dovbush;Math,1988
4. A criterion for normality in ℂn http dx org;Aladro;Math Anal Appl,1991
5. On a multidimensional analogue of Lindelöf s theorem in;Zavyalov;Dokl Akad Nauk SSSR,1982
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