# 2-transitive and 3-transitive Lie groups

Where I can find the classification of 2-transitive and 3-transitive Lie groups?

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Transitive on what? –  Max Horn Mar 15 '12 at 10:34

It completely classifies locally compact sigma-compact groups $G$ acting effectively and 2-transitively on a non totally disconnected space $X$ (hausdorff I presume) : then $G$ is a Lie group, $X$ is a connected manifold, and the examples are listed sperately, according to wether $X$ is compact or not.