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- Conjugate_element_(field_theory) abstract "In mathematics, in particular field theory, the conjugate elements of an algebraic element α, over a field extension L/K, are the (other) roots of the minimal polynomialpK,α(x)of α over K.".
- Conjugate_element_(field_theory) wikiPageID "458467".
- Conjugate_element_(field_theory) wikiPageRevisionID "597841217".
- Conjugate_element_(field_theory) hasPhotoCollection Conjugate_element_(field_theory).
- Conjugate_element_(field_theory) id "ConjugateElements".
- Conjugate_element_(field_theory) title "Conjugate Elements".
- Conjugate_element_(field_theory) subject Category:Field_theory.
- Conjugate_element_(field_theory) comment "In mathematics, in particular field theory, the conjugate elements of an algebraic element α, over a field extension L/K, are the (other) roots of the minimal polynomialpK,α(x)of α over K.".
- Conjugate_element_(field_theory) label "Conjugate element (field theory)".
- Conjugate_element_(field_theory) label "Élément conjugué".
- Conjugate_element_(field_theory) sameAs Élément_conjugué.
- Conjugate_element_(field_theory) sameAs Conjugatie_(galoistheorie).
- Conjugate_element_(field_theory) sameAs m.02byn_.
- Conjugate_element_(field_theory) sameAs Q714220.
- Conjugate_element_(field_theory) sameAs Q714220.
- Conjugate_element_(field_theory) wasDerivedFrom Conjugate_element_(field_theory)?oldid=597841217.
- Conjugate_element_(field_theory) isPrimaryTopicOf Conjugate_element_(field_theory).