A finite group characteristically simple is isomorphic to a direct product of simple groups.
Does anyone know of a book that contains this proof? I just need to reference it, but in the books I've been looking for, I have not found.
A finite group characteristically simple is isomorphic to a direct product of simple groups.
Does anyone know of a book that contains this proof? I just need to reference it, but in the books I've been looking for, I have not found.
Rotman, An Introduction to the Theory of Groups, 4th edition, theorem 5.26.