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#henselian_ring

Henselian ring

In mathematics, a Henselian ring is a local ring in which Hensel's lemma holds. They were introduced by Azumaya (1951), who named them after Kurt Hensel. Azumaya originally allowed Henselian rings to be non-commutative, but most authors now restrict them to be commutative.

Wed 31st

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Henselian ring Glossary of commutative algebra Nisnevich topology Hensel's lemma Complete field Rigidity (K-theory) Real closed ring Approximation property (ring theory) Weierstrass ring Newton polygon
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