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THE PRIMITIVE PERMUTATION GROUPS OF SQUAREFREE DEGREE

  • CAI HENG LI (a1) and ÁKOS SERESS (a2)

Abstract

The paper gives lists of all the primitive permutation groups of squarefree degree. All such groups are either solvable and act on a prime number of points, or are almost simple. Among the almost simple examples, the groups of Lie type have rank at most $2$, or the point stabilizer is a parabolic subgroup.

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THE PRIMITIVE PERMUTATION GROUPS OF SQUAREFREE DEGREE

  • CAI HENG LI (a1) and ÁKOS SERESS (a2)

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