Vol. 28, No. 1, 1969

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Some 52 transitive permutation groups

Donald Steven Passman

Vol. 28 (1969), No. 1, 157–171
Abstract

In this paper we classify those 5/2-transitive permutation groups G such that G is not a Zassenhaus group and such that the stabilizer of a point in G is solvable. We show in fact that to within a possible finite number of exceptions G is a 2-dimensional projective group.

Mathematical Subject Classification
Primary: 20.20
Milestones
Received: 26 July 1967
Published: 1 January 1969
Authors
Donald Steven Passman