Exercise 3, § 9
Algebra, V, p. 153
Show that every algebraic extension of a field , generated by a set of elements of degree 2 over is quasi-Galois over .
Solution
No solution has been written yet.
Algebra, V, p. 153
Show that every algebraic extension of a field , generated by a set of elements of degree 2 over is quasi-Galois over .
No solution has been written yet.