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edu.harvard.hul.ois.jhove.module.pdf.PdfSimpleObject@4eb7f003 Item: Title: 4 The case zn-β Destination: edu.harvard.hul.ois.jhove.module.pdf.PdfSimpleObject@eafc191 Children: Item: Title: 4.1 The cubic case Destination: edu.harvard.hul.ois.jhove.module.pdf.PdfSimpleObject@612fc6eb Item: Title: 5 Numerical evidence and conclusions Destination: edu.harvard.hul.ois.jhove.module.pdf.PdfSimpleObject@1060b431 Item: Title: Acknowledgements Destination: edu.harvard.hul.ois.jhove.module.pdf.PdfSimpleObject@612679d6 Item: Title: References Destination: edu.harvard.hul.ois.jhove.module.pdf.PdfSimpleObject@11758f2a Info: Title: On the basins of attraction of a one-dimensional family of root finding algorithms: from Newton to Traub Author: Jordi Canela Subject: Mathematische Zeitschrift, https://doi.org/10.1007/s00209-023-03215-8 Keywords: Holomorphic dynamics; Julia and Fatou sets; Basins of attraction; Root finding algorithms; Simple connectivity; Unboundedness Creator: Springer Producer: Acrobat 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Heidelberg Mathematische Zeitschrift, https://doi.org/10.1007/s00209-023-03215-8 Holomorphic dynamics Julia and Fatou sets Basins of attraction Root finding algorithms Simple connectivity Unboundedness On the basins of attraction of a one-dimensional family of root finding algorithms: from Newton to Traub Jordi Canela Vasiliki Evdoridou Antonio Garijo Xavier Jarque 10.1007/s00209-023-03215-8 2010-04-23 true springer.com springerlink.com https://doi.org/10.1007/s00209-023-03215-8 10.1007/s00209-023-03215-8 1432-1823 303 3 1 22 journal Mathematische Zeitschrift The Author(s) 2010-04-23 true 10.1007/s00209-023-03215-8 noindex springer.com springerlink.com CVoR uuid:8dc4fb87-9fe3-426a-b675-67023d2d9c42 uuid:9b46831d-1f1f-4c87-85d2-79a68aedf6a9 default 1 converted uuid:f51d0945-8c4b-4b0a-9a46-72c09ba1bb93 converted to PDF/A-2b pdfToolbox 2023-02-25T22:28:17+05:30 converted uuid:9a04e575-f650-41b6-b575-0cbbc2bc08fe converted to PDF/A-2b pdfToolbox 2023-02-25T22:28:58+05:30 2 B Jordi Canela 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