A characterization of smooth and regular algebras in characteristic zero.
Antonio García Rodicio (1987)
Extracta Mathematicae
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Displaying similar documents to “Local rings whose formal fibers are complete intersections”
A characterization of smooth and regular algebras in characteristic zero.
On two-dimensional regular local rings and a lifting problem
Paolo Valabrega (1973)
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William F. Keigher (1981)
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Tate resolution and the structure of the exact local ring
Mirosław Uscki (1988)
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Bruce Bennett (1973)
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Masayoshi Nagata (1959)
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Trivial formal fibres and formal Laurent series
Enochs, Edgar E., Jenda, Overtoun M.G. (1991)
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Differentially trivial Noetherian semiperfect rings.
Artemovych, O.D. (2002)
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Basic properties of h-regular local Noetherian rings
Andrzej Tyc (1979)
Fundamenta Mathematicae
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The Abhyankar-Jung theorem for excellent henselian subrings of formal power series
Krzysztof Jan Nowak (2010)
Annales Polonici Mathematici
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Given an algebraically closed field K of characteristic zero, we prove the Abhyankar-Jung theorem for any excellent henselian ring whose completion is a formal power series ring K[[z]]. In particular, examples include the local rings which form a Weierstrass system over the field K.