Group action invariants
Degree $n$: | $1$ | |
Transitive number $t$: | $1$ | |
Group: | Trivial | |
CHM label: | $Trivial group$ | |
Parity: | $1$ | |
Primitive: | yes | |
Nilpotency class: | $0$ | |
$\card{\Aut(F/K)}$: | $1$ | |
Generators: | None needed |
Low degree resolvents
noneResolvents shown for degrees $\leq 47$
Subfields
Degree 1 - None
Low degree siblings
There are no siblings with degree $\leq 47$
A number field with this Galois group has no arithmetically equivalent fields.
Conjugacy classes
Cycle Type | Size | Order | Representative |
$1$ | $1$ | $1$ | $()$ |