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Results (9 matches)
Download displayed columns for resultsElements of the group are displayed as permutations of degree 9.
Group | Label | Order | Size | Centralizer | Powers | Representative | ||
---|---|---|---|---|---|---|---|---|
2P | 3P | 7P | ||||||
$\SL(2,8)$ | 1A | $1$ | $1$ | $\SL(2,8)$ | 1A | 1A | 1A | $()$ |
$\SL(2,8)$ | 2A | $2$ | $63$ | $C_2^3$ | 1A | 2A | 2A | $(1,7)(2,3)(4,5)(8,9)$ |
$\SL(2,8)$ | 3A | $3$ | $56$ | $C_9$ | 3A | 1A | 3A | $(1,6,2)(3,8,9)(4,5,7)$ |
$\SL(2,8)$ | 7A1 | $7$ | $72$ | $C_7$ | 7A2 | 7A3 | 1A | $(1,3,5,7,9,8,2)$ |
$\SL(2,8)$ | 7A2 | $7$ | $72$ | $C_7$ | 7A3 | 7A1 | 1A | $(1,5,9,2,3,7,8)$ |
$\SL(2,8)$ | 7A3 | $7$ | $72$ | $C_7$ | 7A1 | 7A2 | 1A | $(1,7,2,5,8,3,9)$ |
$\SL(2,8)$ | 9A1 | $9$ | $56$ | $C_9$ | 9A2 | 3A | 9A2 | $(1,8,4,6,9,5,2,3,7)$ |
$\SL(2,8)$ | 9A2 | $9$ | $56$ | $C_9$ | 9A4 | 3A | 9A4 | $(1,4,9,2,7,8,6,5,3)$ |
$\SL(2,8)$ | 9A4 | $9$ | $56$ | $C_9$ | 9A1 | 3A | 9A1 | $(1,9,7,6,3,4,2,8,5)$ |