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wd:Q192760 rdfs:label "المبرهنة الأساسية في الجبر"@ar,
        "Teorema fundamental de la álxebra"@ast,
        "алгебраның төп теоремаһы"@ba,
        "асноўная тэарэма алгебры"@be,
        "асноўная тэарэма альгебры"@be-tarask,
        "основна теорема на алгебрата"@bg,
        "বীজগণিতের মৌলিক উপপাদ্য"@bn,
        "teorema fonamental de l'àlgebra"@ca,
        "Základní věta algebry"@cs,
        "Алгебрăн тĕп теореми"@cv,
        "algebraens fundamentalsætning"@da,
        "Fundamentalsatz der Algebra"@de,
        "Θεμελιώδες θεώρημα άλγεβρας"@el,
        "fundamental theorem of algebra"@en,
        "fundamenta teoremo de algebro"@eo,
        "teorema fundamental del álgebra"@es,
        "aljebraren oinarrizko teorema"@eu,
        "قضیه اساسی جبر"@fa,
        "algebran peruslause"@fi,
        "théorème de d'Alembert-Gauss"@fr,
        "Teorema fundamental da álxebra"@gl,
        "המשפט היסודי של האלגברה"@he,
        "बीजगणित का मौलिक प्रमेय"@hi,
        "az algebra alaptétele"@hu,
        "Հանրահաշվի հիմնական թեորեմ"@hy,
        "Teorema dasar aljabar"@id,
        "Undirstöðusetning algebrunnar"@is,
        "teorema fondamentale dell'algebra"@it,
        "代数学の基本定理"@ja,
        "ალგებრის ფუნდამენტური თეორემა"@ka,
        "Алгебраның негізгі теоремасы"@kk,
        "대수학의 기본 정리"@ko,
        "Алгебранын негизги теориясы"@ky,
        "Theorema fundamentale algebrae"@la,
        "Teurema fundamentaal da l'àlgebra"@lmo,
        "pagrindinė algebros teorema"@lt,
        "Algebras pamatteorēma"@lv,
        "Алгебрын үндсэн теорем"@mn,
        "အက္ခရာသင်္ချာ၏ အခြေခံသီအိုရမ်"@my,
        "algebraens fundamentalteorem"@nb,
        "hoofdstelling van de algebra"@nl,
        "Fundamentalteoremet i algebra"@nn,
        "zasadnicze twierdzenie algebry"@pl,
        "teorema fundamental da álgebra"@pt,
        "teorema fundamental da álgebra"@pt-br,
        "Teorema fundamentală a algebrei"@ro,
        "основная теорема алгебры"@ru,
        "Základná veta algebry"@sk,
        "osnovni izrek algebre"@sl,
        "algebra vuáđuceelhâ"@smn,
        "Teorema themelore e algjebrës"@sq,
        "Основна теорема алгебре"@sr,
        "Основна теорема алгебре"@sr-ec,
        "Osnovna teorema algebre"@sr-el,
        "algebrans fundamentalsats"@sv,
        "இயற்கணித அடிப்படைத் தேற்றம்"@ta,
        "ทฤษฎีบทมูลฐานของพีชคณิต"@th,
        "Cebirin temel teoremi"@tr,
        "основна теорема алгебри"@uk,
        "Algebraning asosiy teoremasi"@uz,
        "Định lý cơ bản của đại số"@vi,
        "代數基本定理"@yue,
        "代數基本定理"@zh,
        "代数基本定理"@zh-cn,
        "代数基本定理"@zh-hans,
        "代數基本定理"@zh-hant,
        "代數基本定理"@zh-hk,
        "代数基本定理"@zh-sg,
        "代數基本定理"@zh-tw ;
    schema1:dateModified "2026-11-05T19:26:23+00:00"^^xsd:dateTime ;
    schema1:description "Teorema d'analís complexu y d'álxebra"@ast,
        "кожны мнагасклад мае сапраўдны або камплексны корань"@be-tarask,
        "математическа теорема"@bg,
        "প্রতিটি বহুপদীতে একটি বাস্তব বা জটিল মূল থাকে।"@bn,
        "«tot polinomi té una arrel real o complexa»"@ca,
        "matematická věta"@cs,
        "mathematischer Satz über die Existenz komplexer Nullstellen von Polynomen"@de,
        "Άλγεβρα"@el,
        "Every polynomial has a real or complex root"@en,
        "Teorema honen arabera, koefiziente konplexuak dituen n ≥ 1 mailako ekuazio polinomial batek erro konplexu bat izango du gutxienez. Teoremaren korolarioa da koefiziente konplexuak dituen n ≥ 1 mailako ekuazio polinomial guztiek n erro dituztela."@eu,
        "lause, jonka mukaan jokaisella n-asteisella polynomilla on n kompleksista nollakohtaa"@fi,
        "théorème d'analyse complexe et d'algèbre"@fr,
        "todo polinomio con números complexos por coeficientes e grao distinto de cero ten polo menos unha raíz (que será, en xeral, un número complexo)"@gl,
        "प्रमेय जो एक जटिल बहुपद के एक जटिल मूल के अस्तित्व का आश्वासन देता है।"@hi,
        "matematikai állítás"@hu,
        "teorema matematico"@it,
        "「次数が 1 以上の任意の複素係数一変数多項式には複素根が存在する」 という定理"@ja,
        "twierdzenie o wielomianach zespolonych"@pl,
        "Teorema Matematico que afirma que qualquer polinômio com coeficientes complexos de uma variável e de grau possui alguma raiz complexa."@pt,
        "matematični izrek o obstoju kompleksnih ničel polinomov"@sl,
        "Her polinomun bir reel veya karmaşık kökü vardır"@tr,
        "任何一元複係數方程式都至少有一個複數根"@zh ;
    schema1:version 2565117458 ;
    wikibase:identifiers 26 ;
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    wikibase:statements 44 ;
    skos:altLabel "المبرهنه الأساسيه في الجبر"@ar,
        "النظرية الأساسية للجبر"@ar,
        "Teorema fonamental de l’àlgebra"@ca,
        "Fundamentální věta algebry"@cs,
        "Gaußscher Fundamentalsatz der Algebra"@de,
        "Nullstellensatz der Algebra"@de,
        "d'Alembert's theorem"@en,
        "teorema fundamental del algebra"@es,
        "قضیهٔ اساسی جبر"@fa,
        "théorème de d'Alembert"@fr,
        "théorème de d’Alembert-Gauss"@fr,
        "théorème fondamental de l'algèbre"@fr,
        "teorema de d'Alembert-Gauss"@gl,
        "대수학의 기본정리"@ko,
        "Algebraens fundamentalsats"@nb,
        "Fundamentalt algebrateorem"@nb,
        "podstawowe twierdzenie algebry"@pl,
        "Fundamentálna veta algebry"@sk,
        "Gaussov izrek"@sl,
        "Основни став алгебре"@sr,
        "Фундаментална теорема алгебре"@sr,
        "D'Alembert-Gauss teoremi"@tr,
        "Temel cebir teorisi"@tr,
        "Algebraning Asosiy Teoremasi"@uz,
        "代数基本定理"@zh ;
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