Abstract
Let D be a domain in the complex z-plane and γ be a boundary component of D consisting of a single point. The component γ is said to be weak if its image under any conformal mapping of D consists of a single point. If γ is not weak, then we say that γ is unstable (Sario [3], [4]).
Publisher
Cambridge University Press (CUP)
Cited by
2 articles.
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1. Examples of Weak Boundary Components;Nagoya Mathematical Journal;1961-04
2. Module of Annulus;Nagoya Mathematical Journal;1961-04