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14.5 $(2, 3, 7; 7) \vert E$


Table 20: Orderings for $(2, 3, 7; 7) \vert E$
Ordering Precedence on $\Sigma$
kbo-A (a 1) $>$ (b 1) $>$ (A 6) $>$ (B 1)
kbo-B (a 1) $>$ (b 1) $>$ (A 1) $>$ (B 6)
kbo-a (a 6) $>$ (b 1) $>$ (A 1) $>$ (B 1)
kbo-b (a 1) $>$ (b 6) $>$ (A 1) $>$ (B 1)
ll-BbAa B $>$ b $>$ A $>$ a
syl-l-abAB a $>$ b $>$ A $>$ B
syl-r-abAB a $>$ b $>$ A $>$ B



Table 21: Maximal/Total number of cosets defined - $(2, 3, 7; 7) \vert E$
Ordering NONE P-ALL P-G P-R I-ALL I-R I-R-P
kbo-A 1534 2065 2757 1105 1654 1708 2065
kbo-B 1563 1811 1163 1929 1563 1423 1811
kbo-a 1534 2045 2590 1814 1644 1705 2128
kbo-b 1563 1368 2232 2362 1563 1503 1368
ll-BbAa 1534 1561 1518 2613 1725 1710 1561
syl-l-abAB 1485 2027 1514 2549 1485 1394 2032
syl-r-abAB 1476 2034 1641 2456 1476 1750 2035
Ordering NONE P-ALL P-G P-R I-ALL I-R I-R-P
kbo-A 1602 2336 3307 1566 1775 1758 2338
kbo-B 1608 2003 1619 2152 1610 1500 2004
kbo-a 1602 2358 3191 2428 1728 1823 2457
kbo-b 1608 1449 3354 3219 1614 1562 1450
ll-BbAa 1602 1650 1885 2902 1834 1757 1652
syl-l-abAB 1607 2443 2168 3422 1612 1571 2459
syl-r-abAB 1576 2402 2253 3251 1583 1882 2414



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Next: 14.6 Up: 14. Computing examples using Previous: 14.4
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