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Embedding some Riemann surfaces into $${mathbb {C}^2}$$ with interpolation |
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| Authors: | Frank Kutzschebauch Erik Løw Erlend Fornæss Wold |
| Affiliation: | 1.Mathematisches Institut,Universit?t Bern,Bern,Switzerland;2.Matematisk Institutt,Universitet i Oslo,Oslo,Norway |
| Abstract: | We prove that several types of open Riemann surfaces, including the finitely connected planar domains, embed properly into  such that the values on any given discrete sequence can be arbitrarily prescribed. Kutzschebauch supported by Schweizerische Nationalfonds grant 200021-107477/1. |
| Keywords: | KeywordHeading" >Mathematics Subject Classification (2000) 32C22 32E10 32H05 32M17 |
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