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Title
  • en A uniqueness theorem and the Myrberg phenomenon
Creator
Accessrights open access
Rights
  • en The original publication is available at www.springerlink.com
Subject
  • NDC 410
Description
  • Abstract en The Dirichlet irregularity of the origin which is a boundary point of a Zalcman domainR is shown to be sufficient but not necessary for the occurrence of the Myrberg phenomenonH ∞ (R) =H ∞ (R) o φ for a two-sheeted unlimited smooth covering surface~R ofR with projection mapφ. The importance of the uniqueness theorem in such a study of the Myrberg phenomenon is stressed. A condition under which the Myrberg phenomenon fails for the covering surface (~R, R, φ) is also considered.
Publisher en Springer
Date
    Issued1998
Language
  • eng
Resource Type journal article
Version Type AM
Identifier HDL http://hdl.handle.net/2115/43862
Relation
  • isVersionOf DOI https://doi.org/10.1007/BF02786932
Journal
    • NCID AA00693150
      • en Journal d'Analyse Mathématique
      • Volume Number76 Issue Number1 Page Start109 Page End136
File
    • fulltext HN9609.pdf
    • 172.53 KB (application/pdf)
      • Issued1998
Oaidate 2023-07-26