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- Algebraically_closed_field abstract "In abstract algebra, an algebraically closed field F contains a root for every non-constant polynomial in F[x], the ring of polynomials in the variable x with coefficients in F.".
- Algebraically_closed_field wikiPageID "1018".
- Algebraically_closed_field wikiPageRevisionID "561903435".
- Algebraically_closed_field hasPhotoCollection Algebraically_closed_field.
- Algebraically_closed_field subject Category:Abstract_algebra.
- Algebraically_closed_field subject Category:Field_theory.
- Algebraically_closed_field comment "In abstract algebra, an algebraically closed field F contains a root for every non-constant polynomial in F[x], the ring of polynomials in the variable x with coefficients in F.".
- Algebraically_closed_field label "Algebraically closed field".
- Algebraically_closed_field label "Campo algebricamente chiuso".
- Algebraically_closed_field label "Ciało algebraicznie domknięte".
- Algebraically_closed_field label "Corpo algebricamente fechado".
- Algebraically_closed_field label "Corps algébriquement clos".
- Algebraically_closed_field label "Cuerpo algebraicamente cerrado".
- Algebraically_closed_field label "Алгебраически замкнутое поле".
- Algebraically_closed_field label "حقل مغلق جبريا".
- Algebraically_closed_field label "代数的閉体".
- Algebraically_closed_field label "代數閉域".
- Algebraically_closed_field sameAs Algebraicky_uzavřené_těleso.
- Algebraically_closed_field sameAs Cuerpo_algebraicamente_cerrado.
- Algebraically_closed_field sameAs Corps_algébriquement_clos.
- Algebraically_closed_field sameAs Campo_algebricamente_chiuso.
- Algebraically_closed_field sameAs 代数的閉体.
- Algebraically_closed_field sameAs 대수적으로_닫힌_체.
- Algebraically_closed_field sameAs Ciało_algebraicznie_domknięte.
- Algebraically_closed_field sameAs Corpo_algebricamente_fechado.
- Algebraically_closed_field sameAs m.0lr_.
- Algebraically_closed_field sameAs Q1047547.
- Algebraically_closed_field sameAs Q1047547.
- Algebraically_closed_field wasDerivedFrom Algebraically_closed_field?oldid=561903435.
- Algebraically_closed_field isPrimaryTopicOf Algebraically_closed_field.