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doc(field_theory/abel_ruffini): update module doc (#10426)
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fpvandoorn committed Nov 23, 2021
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6 changes: 3 additions & 3 deletions src/field_theory/abel_ruffini.lean
Expand Up @@ -16,12 +16,12 @@ by radicals, then its minimal polynomial has solvable Galois group.
## Main definitions
* `SBF F E` : the intermediate field of solvable-by-radicals elements
* `solvable_by_rad F E` : the intermediate field of solvable-by-radicals elements
## Main results
* `solvable_gal_of_solvable_by_rad` : the minimal polynomial of an element of `SBF F E` has
solvable Galois group
* the Abel-Ruffini Theorem `solvable_by_rad.is_solvable'` : An irreducible polynomial with a root
that is solvable by radicals has a solvable Galois group.
-/

noncomputable theory
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