About: Fundamental theorem of algebra

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rdfs:label	Aljebraren oinarrizko teorema (eu) Fundamental theorem of algebra (en) Fundamentalsatz der Algebra (de) Hoofdstelling van de algebra (nl) Teorema fonamental de l'àlgebra (ca) Teorema fondamentale dell'algebra (it) Teorema fundamental del álgebra (es) Théorème fondamental de l'algèbre (fr) Основна теорема алгебри (uk) 代数学の基本定理 (ja)
rdfs:comment	En mathématiques, le théorème fondamental de l'algèbre, aussi appelé théorème de d'Alembert-Gauss et théorème de d'Alembert, indique que tout polynôme non constant, à coefficients complexes, admet au moins une racine. En conséquence, tout polynôme à coefficients entiers, rationnels ou encore réels admet au moins une racine complexe, car ces nombres sont aussi des complexes. Une fois ce résultat établi, il devient simple de montrer que sur ℂ, le corps des nombres complexes, tout polynôme P est scindé, c'est-à-dire constant ou produit de polynômes de degré 1. (fr)
rdfs:seeAlso	http://mathworld.wolfram.com/FundamentalTheoremofAlgebra.html http://www.enciclopedia.cat/EC-GEC-0157364.xml http://www.universalis.fr/encyclopedie/algebre-theoreme-de-d-alembert https://commons.wikimedia.org/wiki/Category:Fundamental_theorem_of_algebra https://www.britannica.com/topic/fundamental-theorem-of-algebra https://www.jstor.org/topic/fundamental-theorem-of-algebra
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Wikipage page ID	37196 (xsd:integer)
Wikipage revision ID	188413631 (xsd:integer)
dbo:wikiPageWikiLink	category-fr:Théorème_d'algèbre dbpedia-fr:1540 dbpedia-fr:1595 dbpedia-fr:1596 dbpedia-fr:1603 dbpedia-fr:1629 dbpedia-fr:1632 dbpedia-fr:1646 dbpedia-fr:1650 dbpedia-fr:1707 dbpedia-fr:1716 dbpedia-fr:1736 dbpedia-fr:1746 dbpedia-fr:1748 dbpedia-fr:1783 dbpedia-fr:1799_en_science dbpedia-fr:1811_en_science dbpedia-fr:1813 dbpedia-fr:1814 dbpedia-fr:1816 dbpedia-fr:1832_en_science Abraham de Moivre

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