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- Shafarevichs_theorem_on_solvable_Galois_groups abstract "In mathematics, Shafarevich's theorem states that any finite solvable group is the Galois group of some finite extension of the rational numbers. It was first proved by Shafarevich (1954) (though Schmidt later pointed out a gap in the proof, which was fixed by Shafarevich (1989)).".
- Shafarevichs_theorem_on_solvable_Galois_groups wikiPageID "47258989".
- Shafarevichs_theorem_on_solvable_Galois_groups wikiPageLength "959".
- Shafarevichs_theorem_on_solvable_Galois_groups wikiPageOutDegree "6".
- Shafarevichs_theorem_on_solvable_Galois_groups wikiPageRevisionID "673279939".
- Shafarevichs_theorem_on_solvable_Galois_groups wikiPageWikiLink Category:Galois_theory.
- Shafarevichs_theorem_on_solvable_Galois_groups wikiPageWikiLink Category:Solvable_groups.
- Shafarevichs_theorem_on_solvable_Galois_groups wikiPageWikiLink Degree_of_a_field_extension.
- Shafarevichs_theorem_on_solvable_Galois_groups wikiPageWikiLink Finite_group.
- Shafarevichs_theorem_on_solvable_Galois_groups wikiPageWikiLink Galois_group.
- Shafarevichs_theorem_on_solvable_Galois_groups wikiPageWikiLink Solvable_group.
- Shafarevichs_theorem_on_solvable_Galois_groups wikiPageWikiLinkText "Shafarevich's theorem on solvable Galois groups".
- Shafarevichs_theorem_on_solvable_Galois_groups wikiPageWikiLinkText "every finite solvable group is a Galois group over the rationals".
- Shafarevichs_theorem_on_solvable_Galois_groups wikiPageUsesTemplate Template:Abstract-algebra-stub.
- Shafarevichs_theorem_on_solvable_Galois_groups wikiPageUsesTemplate Template:Citation.
- Shafarevichs_theorem_on_solvable_Galois_groups wikiPageUsesTemplate Template:Harvs.
- Shafarevichs_theorem_on_solvable_Galois_groups subject Category:Galois_theory.
- Shafarevichs_theorem_on_solvable_Galois_groups subject Category:Solvable_groups.
- Shafarevichs_theorem_on_solvable_Galois_groups hypernym Group.
- Shafarevichs_theorem_on_solvable_Galois_groups type Band.
- Shafarevichs_theorem_on_solvable_Galois_groups comment "In mathematics, Shafarevich's theorem states that any finite solvable group is the Galois group of some finite extension of the rational numbers. It was first proved by Shafarevich (1954) (though Schmidt later pointed out a gap in the proof, which was fixed by Shafarevich (1989)).".
- Shafarevichs_theorem_on_solvable_Galois_groups label "Shafarevich's theorem on solvable Galois groups".
- Shafarevichs_theorem_on_solvable_Galois_groups wasDerivedFrom Shafarevichs_theorem_on_solvable_Galois_groups?oldid=673279939.
- Shafarevichs_theorem_on_solvable_Galois_groups isPrimaryTopicOf Shafarevichs_theorem_on_solvable_Galois_groups.