Exercise 13, § 6
Algebra, I, p. 137
Let be a nilpotent group. Now prove that is finite (resp. countable) if and only if is.
Solution
No solution has been written yet.
Algebra, I, p. 137
Let be a nilpotent group. Now prove that is finite (resp. countable) if and only if is.
No solution has been written yet.