User:Lériendil/Third-superparticulars and semiparticulars by prime subgroup: Difference between revisions
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Note that not all members of G''k'' and R''k'' are superparticular. In particular, G(3''k'') is throdd-particular, and R(4''k'') is odd-particular. Such ratios will be excluded from consideration in this chart, though they will appear on companion no-twos and no-threes pages. | Note that not all members of G''k'' and R''k'' are superparticular. In particular, G(3''k'') is throdd-particular, and R(4''k'') is odd-particular. Such ratios will be excluded from consideration in this chart, though they will appear on companion no-twos and no-threes pages. | ||
This list eventually aims to be complete to the 29-add-one-limit, i.e. the class of subgroups with at most one prime greater than 29, which is a superset of the 31-limit. | This list eventually aims to be complete to the 17-add-two-limit and the 29-add-one-limit, i.e. the union of the class of subgroups with at most one prime greater than 29, which is a superset of the 31-limit, and the class of subgroups with at most two primes greater than 17, which is a superset of the 23-limit. | ||
== 2- and 3-prime subgroups (2.p, 2.3.p, and 2.5.p) == | == 2- and 3-prime subgroups (2.p, 2.3.p, and 2.5.p) == | ||