EZ Study

Actuarial Biology Chemistry Economics Calculators Confucius Engineer

Graduate Algebra Study Notes II-(1)

Key Words: Fields, Galois Theory

Problem: F is an algebraic, if and only if that, for every intermediate field E,
every monomorphism from E to itself which is the identity on K is in fact an automorphism of E.

Solution step by step: Click to download printable solution

Related solutions you might be intersted:
Continue to Next: 2. Proof of irreducible and fina a basis   Algebra Tutorial Home   Mathematics Analysis Tutorial
Back to : 15. Proof of intermediate field, separable