↑

Learn more

Refine search

Parity	Cyclic	Solvable	Primitive	Equivalent siblings

Degree	$T$-number	Order	Group	Nilpotency class

		Sort order	Select

Results (9 matches)

Download displayed columns for results to

Label	Name	Order	Parity	Solvable	Nil. class	Conj. classes	Subfields	Low Degree Siblings
7T7	$S_7$	$5040$	$-1$		$-1$	$15$		14T46, 21T38, 30T565, 35T31, 42T411, 42T412, 42T413, 42T418
14T46	$S_7$	$5040$	$-1$		$-1$	$15$	$C_2$, $S_7$	7T7, 21T38, 30T565, 35T31, 42T411, 42T412, 42T413, 42T418
21T38	$S_7$	$5040$	$-1$		$-1$	$15$		7T7, 14T46, 30T565, 35T31, 42T411, 42T412, 42T413, 42T418
30T565	$S_7$	$5040$	$-1$		$-1$	$15$	$C_2$	7T7, 14T46, 21T38, 35T31, 42T411, 42T412, 42T413, 42T418
35T31	$S_7$	$5040$	$1$		$-1$	$15$		7T7, 14T46, 21T38, 30T565, 42T411, 42T412, 42T413, 42T418
42T411	$S_7$	$5040$	$1$		$-1$	$15$	$S_7$	7T7, 14T46, 21T38, 30T565, 35T31, 42T412, 42T413, 42T418
42T412	$S_7$	$5040$	$-1$		$-1$	$15$	$S_7$, $S_7$	7T7, 14T46, 21T38, 30T565, 35T31, 42T411, 42T413, 42T418
42T413	$S_7$	$5040$	$-1$		$-1$	$15$	$C_2$, $S_7$	7T7, 14T46, 21T38, 30T565, 35T31, 42T411, 42T412, 42T418
42T418	$S_7$	$5040$	$-1$		$-1$	$15$	$S_7$	7T7, 14T46, 21T38, 30T565, 35T31, 42T411, 42T412, 42T413

Download displayed columns for results to

Results are complete for degrees $\leq 23$.