Jordan–Hölder theorem
= Jordan–Hölder theorem
{c}
Any two composition series of a <finite group> or finite-length <module> have the same length and the same simple factors up to permutation and <isomorphism>.
= Jordan–Hölder theorem
{c}
Any two composition series of a <finite group> or finite-length <module> have the same length and the same simple factors up to permutation and <isomorphism>.