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- Splitting_circle_method abstract "In mathematics, the splitting circle method is a numerical algorithm for the numerical factorization of a polynomial and, ultimately, for finding its complex roots. It was introduced by Arnold Schönhage in his 1982 paper The fundamental theorem of algebra in terms of computational complexity (Technical report, Mathematisches Institut der Universität Tübingen). A revised algorithm was presented by Victor Pan in 1998. An implementation was provided by Xavier Gourdon in 1996 for the Magma and PARI/GP computer algebra systems.".
- Splitting_circle_method wikiPageExternalLink thesis.html.
- Splitting_circle_method wikiPageExternalLink pan.html.
- Splitting_circle_method wikiPageExternalLink JSCOptimal.pdf.
- Splitting_circle_method wikiPageExternalLink 2021.
- Splitting_circle_method wikiPageExternalLink fdthmrep.ps.gz.
- Splitting_circle_method wikiPageID "3683888".
- Splitting_circle_method wikiPageLength "11323".
- Splitting_circle_method wikiPageOutDegree "25".
- Splitting_circle_method wikiPageRevisionID "607862352".
- Splitting_circle_method wikiPageWikiLink Arnold_Schönhage.
- Splitting_circle_method wikiPageWikiLink Category:Root-finding_algorithms.
- Splitting_circle_method wikiPageWikiLink Complex_analysis.
- Splitting_circle_method wikiPageWikiLink Complex_number.
- Splitting_circle_method wikiPageWikiLink Descartes_rule_of_signs.
- Splitting_circle_method wikiPageWikiLink Elementary_symmetric_polynomial.
- Splitting_circle_method wikiPageWikiLink Extended_Euclidean_algorithm.
- Splitting_circle_method wikiPageWikiLink Fast_Fourier_transform.
- Splitting_circle_method wikiPageWikiLink Formal_power_series.
- Splitting_circle_method wikiPageWikiLink Graeffes_method.
- Splitting_circle_method wikiPageWikiLink Magma_(computer_algebra_system).
- Splitting_circle_method wikiPageWikiLink Magma_computer_algebra_system.
- Splitting_circle_method wikiPageWikiLink Mathematics.
- Splitting_circle_method wikiPageWikiLink Newtons_identities.
- Splitting_circle_method wikiPageWikiLink Newtons_method.
- Splitting_circle_method wikiPageWikiLink Numerical_analysis.
- Splitting_circle_method wikiPageWikiLink GP.
- Splitting_circle_method wikiPageWikiLink Padé_approximant.
- Splitting_circle_method wikiPageWikiLink Polynomial.
- Splitting_circle_method wikiPageWikiLink Residue_theorem.
- Splitting_circle_method wikiPageWikiLink Root_of_a_function.
- Splitting_circle_method wikiPageWikiLink Rouchxc3xa9s_theorem.
- Splitting_circle_method wikiPageWikiLink Rouché_theorem.
- Splitting_circle_method wikiPageWikiLink Victor_Pan.
- Splitting_circle_method wikiPageWikiLink Xavier_Gourdon.
- Splitting_circle_method wikiPageWikiLink Zero_of_a_function.
- Splitting_circle_method wikiPageWikiLinkText "Splitting circle method".
- Splitting_circle_method wikiPageWikiLinkText "splitting circle method".
- Splitting_circle_method hasPhotoCollection Splitting_circle_method.
- Splitting_circle_method wikiPageUsesTemplate Template:Cite_book.
- Splitting_circle_method wikiPageUsesTemplate Template:Cite_journal.
- Splitting_circle_method subject Category:Root-finding_algorithms.
- Splitting_circle_method hypernym Algorithm.
- Splitting_circle_method type Software.
- Splitting_circle_method type Algorithm.
- Splitting_circle_method comment "In mathematics, the splitting circle method is a numerical algorithm for the numerical factorization of a polynomial and, ultimately, for finding its complex roots. It was introduced by Arnold Schönhage in his 1982 paper The fundamental theorem of algebra in terms of computational complexity (Technical report, Mathematisches Institut der Universität Tübingen). A revised algorithm was presented by Victor Pan in 1998.".
- Splitting_circle_method label "Splitting circle method".
- Splitting_circle_method sameAs Trennkreisverfahren.
- Splitting_circle_method sameAs Méthode_du_cercle_de_séparation.
- Splitting_circle_method sameAs m.09v846.
- Splitting_circle_method sameAs Q1269645.
- Splitting_circle_method sameAs Q1269645.
- Splitting_circle_method wasDerivedFrom Splitting_circle_method?oldid=607862352.
- Splitting_circle_method isPrimaryTopicOf Splitting_circle_method.