Exercise 17, § 5
Algebra, I, 143
Let G be a transitive group of permutations of a set X; suppose G is primitive (Exercise 13). Show that every normal subgroup of G distinct from is transitive.
Solution
No solution has been written yet.
Algebra, I, 143
Let G be a transitive group of permutations of a set X; suppose G is primitive (Exercise 13). Show that every normal subgroup of G distinct from is transitive.
No solution has been written yet.