Highly Transitive Jordan Representations of Free Products
Kenneth Keller Hickin · Journal of the London Mathematical Society · 1992
A concrete classification was recently given by Peter Neumann and Samson Adeleke [1] of all the primitive Jordan (permutation) groups (X, G) which are not highly transitive, that is, such that G acts w-transitively, but not (n+ Intransitively on X for some n> 1. Such a permutation group (X, G) is called a Jordan group provided