C4 ⋊ C4


Order of group16
GAP identifier16,4
Presentation< k,r | k4, r4, krkr3 >
Orders of elements1 of 1, 3 of 2, 12 of 4
Derived subgroupC2
Automorphism groupa group of order 32
Inner automorphism groupC2×C2
"Out" (quotient of above)a group of order 8
Schur multiplierC2

Permutation Diagrams

Not transitive.

Cayley Graphs

{4,4}(4,0), type I

Index to regular maps