Henselian

Etymology

 * after German mathematician (1861–1941).

Adjective

 * 1)  Which satisfies the criteria for (some formulation of) Hensel's lemma.
 * 2) * 1989,, Commutative Algebra: Chapters 1-7, [1985, N. Bourbaki, Éléments de Mathématique Algébre Commutative 1-4 et 5-7, Masson], Springer, page 256,
 * A local ring satisfying conditions (H) and (C) is called Henselian. Every complete Hausdorff local ring is Henselian. If A is Henselian and B is a commutative A-algebra which is a local ring and a finitely generated A-module, then B is Henselian.