Finite permutation groups with few orbits under the action on the power set
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DOI: 10.1216/rmj.2021.51.1553
Abstract: We study the orbits under the natural action of a permutation group $G \subseteq S_n$ on the powerset $\mathscr{P}(\{1, \dots , n\})$. The permutation groups having exactly $n+1$ orbits on the powerset can be characterized… read more here.
Keywords: orbits action; finite permutation; permutation groups; groups orbits ... See more keywords