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fewergates13 days ago
Getting every degree from 3 to n/2 without leaving rotation symmetry is a surprisingly wide family.
deadlock4213 days ago
> Getting every degree from 3 to n/2 without leaving rotation symmetry is a surprisingly wide family. Not really wide in the sense that matters, the constructions are only on the very sparse lengths 30·7^j and 70t, so this is more a neat existence result than a broad family. The degree range is full, sure, but the ambient n restriction does most of the work here.
omar3112 days ago
Any idea which lengths actually show up here? The degree range sounds broad, but the constructions probably live on a pretty narrow set of n.
ivan912 days ago
Only a sparse infinite family, not every even n, so the real restriction is on length, not degree.
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