An Intermediate Theory for a Purely Inseparable Galois Theory

DOI10.2307/1996760zbMath0289.12106OpenAlexW4252102419MaRDI QIDQ4777415

James K. Deveney

Publication date: 1974

Full work available at URL: https://doi.org/10.2307/1996760

Mathematics Subject Classification ID

Inseparable field extensions (12F15)

Related Items (5)

On $+\infty$-$\omega_0$-generated field extensions ⋮ Invariant Subgroups of Groups of Higher Derivations ⋮ Higher Derivation Galois Theory of Fields ⋮ On a Galois Theory for Inseparable Field Extensions ⋮ \(\omega_ 0\)-generated field extensions

Cites Work

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• Derivations and embeddings of a field in its power series ring. II
• Iterative higher derivations in fields of prime characteristics
• Structure of arbitrary purely inseparable extension fields
• Galois Theory for Fields K/k Finitely Generated
• Convergent Higher Derivations on Local Rings
• A Galois theory for a class of purely inseparable exponent two field extensions

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