adc96bd912442a511236514162ab3329 matann_a2022m8v383n3-4p1127-1178.pdf d0a721d57a1765dabefb126c66bf4c3c84ae4137 matann_a2022m8v383n3-4p1127-1178.pdf f72eb704a0477fef6ffab74185f103719d8eb3cbeb15754cae60d0fa8e91ec01 matann_a2022m8v383n3-4p1127-1178.pdf Title: Classifying simply connected wandering domains Subject: Mathematische Annalen, https://doi.org/10.1007/s00208-021-02252-0 Author: Anna Miriam Benini Creator: Springer CreationDate: Fri Aug 27 09:53:22 2021 CEST ModDate: Tue Jul 5 11:31:38 2022 CEST Tagged: no UserProperties: no Suspects: no Form: AcroForm JavaScript: no Pages: 52 Encrypted: no Page size: 439.37 x 666.142 pts Page rot: 0 File size: 2272035 bytes Optimized: yes PDF version: 1.6 name type encoding emb sub uni object ID ------------------------------------ ----------------- ---------------- --- --- --- --------- XJHUME+MyriadPro-SemiCn Type 1C WinAnsi yes yes no 1776 0 KLOYJG+MyriadPro-Bold Type 1C Custom yes yes yes 1783 0 DKSSSA+MyriadPro-SemiboldSemiCn Type 1C 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edu.harvard.hul.ois.jhove.module.pdf.PdfSimpleObject@6121c9d6 Children: Item: Title: Abstract Destination: edu.harvard.hul.ois.jhove.module.pdf.PdfSimpleObject@87f383f Item: Title: 1 Introduction Destination: edu.harvard.hul.ois.jhove.module.pdf.PdfSimpleObject@4eb7f003 Item: Title: 2 Non-autonomous dynamical systems of self maps of the unit disk Destination: edu.harvard.hul.ois.jhove.module.pdf.PdfSimpleObject@eafc191 Item: Title: 3 Contraction trichotomy: Proof of TheoremsA andB Destination: edu.harvard.hul.ois.jhove.module.pdf.PdfSimpleObject@612fc6eb Children: Item: Title: 3.1 Proof of Theorem A Destination: edu.harvard.hul.ois.jhove.module.pdf.PdfSimpleObject@1060b431 Item: Title: 3.2 Subclassification of contracting wandering domains: Proof of Theorem B Destination: edu.harvard.hul.ois.jhove.module.pdf.PdfSimpleObject@612679d6 Item: Title: 3.3 Rate of contraction in parabolic components Destination: edu.harvard.hul.ois.jhove.module.pdf.PdfSimpleObject@11758f2a Item: Title: 4 Convergence to the boundary: Proof of Theorem C Destination: edu.harvard.hul.ois.jhove.module.pdf.PdfSimpleObject@e720b71 Item: Title: 5 Constructing wandering domains Destination: edu.harvard.hul.ois.jhove.module.pdf.PdfSimpleObject@1b26f7b2 Children: Item: Title: 5.1 Proof of Theorem D Destination: edu.harvard.hul.ois.jhove.module.pdf.PdfSimpleObject@491cc5c9 Item: Title: 5.2 Main construction result Destination: edu.harvard.hul.ois.jhove.module.pdf.PdfSimpleObject@74ad1f1f Item: Title: 6 Examples: Proof of Theorem E Destination: edu.harvard.hul.ois.jhove.module.pdf.PdfSimpleObject@6a1aab78 Children: Item: Title: 6.1 Preliminary lemmas Destination: edu.harvard.hul.ois.jhove.module.pdf.PdfSimpleObject@462d5aee Item: Title: 6.2 The nine types of simply connected wandering domains Destination: edu.harvard.hul.ois.jhove.module.pdf.PdfSimpleObject@69b0fd6f Item: Title: 6.3 2-super-attracting wandering domains Destination: edu.harvard.hul.ois.jhove.module.pdf.PdfSimpleObject@757942a1 Item: Title: 7 Wandering domains whose boundaries are Jordan curves Destination: edu.harvard.hul.ois.jhove.module.pdf.PdfSimpleObject@4a87761d Children: Item: Title: 7.1 Preliminary results Destination: edu.harvard.hul.ois.jhove.module.pdf.PdfSimpleObject@66d1af89 Item: Title: 7.2 Proof of Theorem 7.2 Destination: edu.harvard.hul.ois.jhove.module.pdf.PdfSimpleObject@8646db9 Item: Title: Acknowledgements Destination: edu.harvard.hul.ois.jhove.module.pdf.PdfSimpleObject@37374a5e Item: Title: References Destination: edu.harvard.hul.ois.jhove.module.pdf.PdfSimpleObject@4671e53b Info: Title: Classifying simply connected wandering domains Author: Anna Miriam Benini Subject: Mathematische Annalen, https://doi.org/10.1007/s00208-021-02252-0 Creator: Springer CreationDate: Fri Aug 27 10:23:22 CEST 2021 ModDate: Tue Jul 05 12:01:38 CEST 2022 ID: 0xa5d3b6be8d57975a8595138fef8bdfc5, 0x6845e22554d7674dada68ac12d03416c Filters: FilterPipeline: FlateDecode Images: Image: NisoImageMetadata: FormatName: 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Rippon Gwyneth M. Stallard 10.1007/s00208-021-02252-0 2010-04-23 true springer.com springerlink.com https://doi.org/10.1007/s00208-021-02252-0 10.1007/s00208-021-02252-0 1432-1807 383 3 1127 1178 journal Mathematische Annalen The Author(s) 2010-04-23 true 10.1007/s00208-021-02252-0 noindex springer.com springerlink.com VoR uuid:8cbddf90-0dff-4259-8f9e-03bc2979346a uuid:9ea76ec3-6a93-4fb9-8f58-433855090821 default 1 converted uuid:f5c9b1fd-f969-4934-8bff-59e0a6905980 converted to PDF/A-2b pdfToolbox 2022-07-05T15:00:23+05:30 converted uuid:7c53ce2b-06e0-4edc-ac81-ea0e9d11bae4 converted to PDF/A-2b pdfToolbox 2022-07-05T15:01:37+05:30 2 B Anna Miriam Benini https://orcid.org/0000-0001-9014-5235 Vasiliki Evdoridou https://orcid.org/0000-0002-5409-2663 Núria Fagella https://orcid.org/0000-0002-5466-0579 Philip J. Rippon http://orcid.org/0000-0003-4844-1190 Gwyneth M. 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