The Bloch space for the minimal ball
We introduce the Bloch space for the minimal ball and we prove that this space can be identified with the dual of a certain analytic space which is strongly related to the Bergman theory on the minimal ball.
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The essential norms of composition operators between generalized Bloch spaces in the polydisc and their applications.
Zhou, Zehua, Liu, Yan (2006)
Journal of Inequalities and Applications [electronic only]
The Lindelöf principle in ℂn
Peter Dovbush (2013)
Open Mathematics
Let 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.
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