A1 Refereed original research article in a scientific journal
Estimates for the hyperbolic metric of the punctured plane and applications
Authors: Solynin A., Vuorinen M.
Publication year: 2001
Journal: Israel Journal of Mathematics
Journal name in source: Israel Journal of Mathematics
Volume: 124
Issue: null
First page : 29
Last page: 60
Number of pages: 32
ISSN: 0021-2172
Web address : http://api.elsevier.com/content/abstract/scopus_id:0035649468
Abstract
The hyperbolic metric h of the twice punctured complex plane Ω is studied. A new recursive algorithm for computing the density λ of h is given. For a proper subdomain G of Ω we answer a question of G. Martin concerning quasiconformal mappings of G that can be extended to the complement of G as the identity map.
The hyperbolic metric h of the twice punctured complex plane Ω is studied. A new recursive algorithm for computing the density λ of h is given. For a proper subdomain G of Ω we answer a question of G. Martin concerning quasiconformal mappings of G that can be extended to the complement of G as the identity map.
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