]> 2026-06-19T13:00:17+00:00 Central factor 0 en Central factor Center 0 en Center Center of dihedral group:D8 0 en Center of dihedral group:D8 Cocentral implies central factor 0 en Cocentral implies central factor Direct factor implies central factor 0 en Direct factor implies central factor Join of finitely many direct factors implies central factor 0 en Join of finitely many direct factors implies central factor Central factor implies normal 0 en Central factor implies normal Central factor implies transitively normal 0 en Central factor implies transitively normal Normal subgroup 0 en Normal subgroup 0 Central factor implies normal#Central factor;2# 692d7ca8d9e6739fc96128cf39cf464c 0 Cocentral implies central factor#Central factor;2# 692d7ca8d9e6739fc96128cf39cf464c 0 Direct factor implies central factor#Central factor;2# 692d7ca8d9e6739fc96128cf39cf464c 0 Characteristic central factor of WNSCDIN implies WNSCDIN#Central factor# a06690b85c92198320d22749920ed644 0 Central factor implies transitively normal#Central factor;2# 692d7ca8d9e6739fc96128cf39cf464c 0 Locally inner automorphism-balanced not implies central factor#Central factor;2# 692d7ca8d9e6739fc96128cf39cf464c 0 Conjugacy-closed normal not implies central factor#Central factor;2# 692d7ca8d9e6739fc96128cf39cf464c 0 Join of finitely many direct factors implies central factor#Central factor;2# 692d7ca8d9e6739fc96128cf39cf464c 0 Transitively normal not implies central factor#Central factor;2# 692d7ca8d9e6739fc96128cf39cf464c 0 Normal not implies central factor#Central factor;2# 692d7ca8d9e6739fc96128cf39cf464c 0 Central factor not implies direct factor#Central factor;2# 692d7ca8d9e6739fc96128cf39cf464c Satisfies property 132 en Satisfies property Proves property satisfaction of 132 en Proves property satisfaction of Uses property satisfaction of 132 en Uses property satisfaction of Weaker than 132 en Weaker than Page 132 en Page