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Primitive Rank 3 Groups on Symmetric Designs
Authors:U Dempwolff
Abstract:We determine the symmetric designs 
$$\mathcal{D}$$
which admit a group 
$$G \leqslant Aut(\mathcal{D})$$
such that G has a nonabelian socle and is a primitiverank 3 group on points (and blocks).
Keywords:symmetric designs  primitive rank 3 permutation groups  nonabelian simple groups
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