]> 2026-06-30T11:06:43+00:00 Rank of a p-group 0 en Rank of a p-group 0 Cyclic group:Z2#Rank of a p-group;1# 62ab9e8f2b256c289032ad709d645230 0 Cyclic group:Z3#Rank of a p-group;1# 62ab9e8f2b256c289032ad709d645230 0 Elementary abelian group:E25#Rank of a p-group;2# eaf62917f290f54c42d60be6744685b2 0 Elementary abelian group:E49#Rank of a p-group;2# eaf62917f290f54c42d60be6744685b2 0 Quaternion group#Rank of a p-group;1# 62ab9e8f2b256c289032ad709d645230 0 Cyclic group:Z71#Rank of a p-group;1# 62ab9e8f2b256c289032ad709d645230 0 Cyclic group:Z103#Rank of a p-group;1# 62ab9e8f2b256c289032ad709d645230 0 Cyclic group:Z107#Rank of a p-group;1# 62ab9e8f2b256c289032ad709d645230 0 Cyclic group:Z113#Rank of a p-group;1# 62ab9e8f2b256c289032ad709d645230 0 Cyclic group:Z61#Rank of a p-group;1# 62ab9e8f2b256c289032ad709d645230 0 Cyclic group:Z97#Rank of a p-group;1# 62ab9e8f2b256c289032ad709d645230 0 Cyclic group:Z73#Rank of a p-group;1# 62ab9e8f2b256c289032ad709d645230 0 Cyclic group:Z89#Rank of a p-group;1# 62ab9e8f2b256c289032ad709d645230 0 Cyclic group:Z11#Rank of a p-group;1# 62ab9e8f2b256c289032ad709d645230 0 Cyclic group:Z13#Rank of a p-group;1# 62ab9e8f2b256c289032ad709d645230 0 Cyclic group:Z17#Rank of a p-group;1# 62ab9e8f2b256c289032ad709d645230 0 Cyclic group:Z19#Rank of a p-group;1# 62ab9e8f2b256c289032ad709d645230 0 Cyclic group:Z23#Rank of a p-group;1# 62ab9e8f2b256c289032ad709d645230 0 Cyclic group:Z29#Rank of a p-group;1# 62ab9e8f2b256c289032ad709d645230 0 Cyclic group:Z31#Rank of a p-group;1# 62ab9e8f2b256c289032ad709d645230 0 Cyclic group:Z37#Rank of a p-group;1# 62ab9e8f2b256c289032ad709d645230 0 Cyclic group:Z41#Rank of a p-group;1# 62ab9e8f2b256c289032ad709d645230 0 Cyclic group:Z43#Rank of a p-group;1# 62ab9e8f2b256c289032ad709d645230 0 Cyclic group:Z47#Rank of a p-group;1# 62ab9e8f2b256c289032ad709d645230 0 Cyclic group:Z59#Rank of a p-group;1# 62ab9e8f2b256c289032ad709d645230 0 Cyclic group:Z53#Rank of a p-group;1# 62ab9e8f2b256c289032ad709d645230 0 Cyclic group:Z67#Rank of a p-group;1# 62ab9e8f2b256c289032ad709d645230 0 Cyclic group:Z79#Rank of a p-group;1# 62ab9e8f2b256c289032ad709d645230 0 Cyclic group:Z83#Rank of a p-group;1# 62ab9e8f2b256c289032ad709d645230 0 Dihedral group:D8#Rank of a p-group;2# eaf62917f290f54c42d60be6744685b2 Page 132 en Page