On the Inverse Problem of Galois Theory
Copyright policy ) Kovacic, J.;
On the Inverse Problem of Galois Theory
Let k k be a field, F F a finite subfield and G G a connected solvable algebraic matric group defined over F F . Conditions on G G and k k are given which ensure the existence of a Galois extension of k k with group isomorphic to the F F -rational points of G G .
Separable extensions, Galois theory
Separable extensions, Galois theory
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