C2 ↑ (A4,C2)

Statistics

Order of group48
GAP identifier48,33
Presentation
Orders of elements
CentreC4
Derived subgroupQ8
Automorphism groupS4×C2
Inner automorphism groupA4
"Out" (quotient of above)C2×C2
Schur multiplier1
Sylow-2-subgroupPauli(16)
 

Regular maps with C2 ↑ (A4,C2) symmetry

C2 ↑ (A4,C2) is the rotational symmetry group of the regular map S3:{3,12}.


Index to regular maps

Orientable sphere | torus | 2 | 3 | 4 | 5 | 6
Non-orientable projective plane | 4 | 5 | 6 | 7