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Galois extension (Definition)

A field extension is Galois if it is normal and separable.



"Galois extension" is owned by djao.
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Galois is not transitive (Definition) by Wkbj79
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Cross-references: separable, normal, field extension
There are 38 references to this entry.

This is version 3 of Galois extension, born on 2002-01-05, modified 2002-02-21.
Object id is 1326, canonical name is GaloisExtension.
Accessed 7141 times total.

Classification:
AMS MSC: 12F10 (Field theory and polynomials :: Field extensions :: Separable extensions, Galois theory)
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