On elation Laguerre planes with a two-transitive orbit on the set of generators (2017)
AuthorsSteinke GF, Stroppel MJshow all
We study finite elation Laguerre planes with a group of automorphisms fixing a generator and acting two-transitively on the set of remaining generators. For odd order, this assumption characterizes the Miquelian Laguerre planes, but there are non-Miquelian examples if the order is even.
CitationSteinke GF, Stroppel MJ (2017). On elation Laguerre planes with a two-transitive orbit on the set of generators. Stuttgarter Mathematische Berichte. 2017-009.
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