Kleismic family: Difference between revisions
m →Cata: two 6/5's is a 13/9 thus three is 26/15 and two 26/15's is a 3/1 because two 15/13's is a 4/3 hence six 6/5's is a 3/1 hence the kleisma |
m →2.3.5.7.13 subgroup: S26*S27 (ratwolfsma) and S25/S27 (ragisma) omitted due to being trivially implied; note that there are other trivially implied commas listed here only because they have nontrivial equivalences |
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Comma list: 169/168, 225/224, 325/324 | Comma list: 169/168, 225/224, 325/324 | ||
S-expression-based comma list: {[[169/168|S13]], [[225/224|S15 = S25*S26*S27]], [[325/324|S10/S12 = S25*S26]](, [[625/624|S25]], [[676/675|S26 = S13/S15]], [[729/728|S27]])} | |||
Sval mapping: {{mapping| 1 0 1 -3 0 | 0 6 5 22 14 }} | Sval mapping: {{mapping| 1 0 1 -3 0 | 0 6 5 22 14 }} | ||