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About: Joubert's theorem     Goto   Sponge   NotDistinct   Permalink

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In polynomial algebra and field theory, Joubert's theorem states that if and are fields, is a separable field extension of of degree 6, and the characteristic of is not equal to 2, then is generated over by some element λ in , such that the minimal polynomial of λ has the form = , for some constants in . The theorem is named in honor of Charles Joubert, a French mathematician, lycée professor, and Jesuit priest.