Highly set-transitive group action
This article defines a group action property or a property of group actions: a property that can be evaluated for a group acting on a set.
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VIEW RELATED: group action property implications | group action property non-implications | {{{context space}}} metaproperty satisfactions | group action metaproperty dissatisfactions | group action property satisfactions |group action property dissatisfactions
Definition
A group action on a set is termed highly set-transitive or highly homogeneous if it is -set-transitive (in the sense of a multiply set-transitive group action) for every positive integer .
